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SATELLTIE QUESTION
Radius of the moon = 959 km. A satellite is in elliptical orbit around the moon with the center of the moon at one focus. The vertex is at the origin and the coordinates are (0,0). Center is (h,k) = (0,0) The vertical ellipse equation is. a = length of semi major axis and b = length of semi minor axis. In this case. b = 959 km + 357 km = 1316km.
USE THE GRAPH SHOWN TO DETERMINE IF THE LIMIT EXISTS.IF IT Step 1 : Definition of limit : if and only if and . Step 2 : Observe the graph of the function : As x tends to 2 from the left side, approaches to 4.. As x tends to 2 from the right side, approaches to 4.. So conclude that, . (From the definition of limit) Solution :.SECANT LINES
Consider the function f(x) = sqrt (x) and the point P(4, 2) on the graph of f. (a) Graph f and the secant lines passing through P(4, 2) and Q(x, f(x)) for x- values of 1, 3 and 5. (b) Find the slope of each secant lines. (c) Use the results of part (b) to estimate the slope of the tangent line to the graph of f at P(4, 2).. Describe how to improve your approximation of the slope. THE INITIAL AND TERMINAL POINTS OF A VECTOR ARE GIVEN Step 1 : Let the initial point is and terminal point is .. The components of are .. The component form of vector is .. The component form of vector is .. Solution : USE VECTORS TO FIND THE INTERIOR ANGLES OF THE TRIANGLE 0 votes. Step 1: The vertices of triangle are , and . Let , and . Angle between two vectors : . Find angle between AB and AC. The vector from to is . The vector from to is . Magnitude of AB is . SOLVE (COSX TANY +COS(X+Y))DX + (SIN X SEC 2 Y+COS(X+Y))DY It is a first order non linear differential equation and it is in the form .. Here . Now . Since , the equation is an exact differential equation.. The general solution of an exact equation is A CUBIC BOX IS COMPLETELY FILLED WITH 2744 KG OF WATER a= (2.744)^ (1/3) =1.4 m. Therfore , the length of the cube is 1.4 m. answered Jun 15, 2014 by bradely Mentor. A cubic box is completely filled with 2,179 g of water. What is the length of one side of thebox, in meters?
USE THE PRINCIPLE OF MATHEMATICAL INDUCTION TO SHOW THAT Use the Principle of Mathematical Induction to show that the given statement is true for all natural numbers n. USE THE FORM OF THE DEFINITION OF THE Use the form of the definition of the integral given in Theorem 4 to evaluate the integral. PHYSICS HOMEWORK HELP? The mass of the cord is .. The tension in the cord is .. Time taken for vibration of string is 0.60 sec. The velocity of the transverse wave on the cord is , where is the tension in the cord and .. Velocity of the wave: , where and is the time. Substitute and . Distance between childrens is 25.07 m.SATELLTIE QUESTION
Radius of the moon = 959 km. A satellite is in elliptical orbit around the moon with the center of the moon at one focus. The vertex is at the origin and the coordinates are (0,0). Center is (h,k) = (0,0) The vertical ellipse equation is. a = length of semi major axis and b = length of semi minor axis. In this case. b = 959 km + 357 km = 1316km.
USE THE GRAPH SHOWN TO DETERMINE IF THE LIMIT EXISTS.IF IT Step 1 : Definition of limit : if and only if and . Step 2 : Observe the graph of the function : As x tends to 2 from the left side, approaches to 4.. As x tends to 2 from the right side, approaches to 4.. So conclude that, . (From the definition of limit) Solution :.SECANT LINES
Consider the function f(x) = sqrt (x) and the point P(4, 2) on the graph of f. (a) Graph f and the secant lines passing through P(4, 2) and Q(x, f(x)) for x- values of 1, 3 and 5. (b) Find the slope of each secant lines. (c) Use the results of part (b) to estimate the slope of the tangent line to the graph of f at P(4, 2).. Describe how to improve your approximation of the slope. THE INITIAL AND TERMINAL POINTS OF A VECTOR ARE GIVEN Step 1 : Let the initial point is and terminal point is .. The components of are .. The component form of vector is .. The component form of vector is .. Solution : USE VECTORS TO FIND THE INTERIOR ANGLES OF THE TRIANGLE 0 votes. Step 1: The vertices of triangle are , and . Let , and . Angle between two vectors : . Find angle between AB and AC. The vector from to is . The vector from to is . Magnitude of AB is . SOLVE (COSX TANY +COS(X+Y))DX + (SIN X SEC 2 Y+COS(X+Y))DY It is a first order non linear differential equation and it is in the form .. Here . Now . Since , the equation is an exact differential equation.. The general solution of an exact equation is A CUBIC BOX IS COMPLETELY FILLED WITH 2744 KG OF WATER a= (2.744)^ (1/3) =1.4 m. Therfore , the length of the cube is 1.4 m. answered Jun 15, 2014 by bradely Mentor. A cubic box is completely filled with 2,179 g of water. What is the length of one side of thebox, in meters?
USE THE PRINCIPLE OF MATHEMATICAL INDUCTION TO SHOW THAT Use the Principle of Mathematical Induction to show that the given statement is true for all natural numbers n. USE THE FORM OF THE DEFINITION OF THE Use the form of the definition of the integral given in Theorem 4 to evaluate the integral. PHYSICS HOMEWORK HELP? The mass of the cord is .. The tension in the cord is .. Time taken for vibration of string is 0.60 sec. The velocity of the transverse wave on the cord is , where is the tension in the cord and .. Velocity of the wave: , where and is the time. Substitute and . Distance between childrens is 25.07 m. LOG IN - MATHSKEY.COM Welcome to Mathskey.com Question & Answers Community. Ask any math/science homework question and receive answers from other membersof the community.
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Let represent the least consecutive odd integer.. The next greater consecutive odd integer .. The greatest of the three odd integers .. The sum of three consecutive odd integers is 51. \ REGISTER AS A NEW USER Welcome to Mathskey.com Question & Answers Community. Ask any math/science homework question and receive answers from other membersof the community.
RECENT QUESTIONS WITHOUT A SELECTED ANSWER Differentiate (a) with respect to x ( y is a function of x) and (b) with respect to t (x and y are functions of t). PARAMETRIC EQUATION 2 The pair of parametric equations are. x = 7 sint + sin 7t. y = 7 cost + cos 7t. Compare it to parametic equations are x = N sint - sinNt. y = N cost - cos Nt. In this case N = 7. Therefore in the graph , The number of petals N - 1 in the epicycloid. The number of petals is 6.Graph.
DETERMINE WHETHER THE LINES L1 AND L2 ARE PARALLEL, SKEW Check for intersection of the lines: If and had a point of intersection, then find the point by solving the lines. Write the line equations in parametric form. and . Equate the corresponding values. Solve equation (1) and equation (2) and find the values of and . Multiply the equation (1) by 2. Subtract the above two equations. FIND VALUES FOR B SUCH THAT THE TRIANGLE HAS (A) ONE Step 1: (a) The triangle side is and angle is . The laws of sines : The angle is acute angle.. Recall the relation from the ambiguous case:. If triangle has one solution and is THE INTEGRAL OF XTANX DX Apply formula: . let u = x, v = tan x, , . . That solution you have given is wrong.. You cant just plug in (-ln|cosx|) into that formula as (x) and (-ln|cosx|) are two completely different functions. For example, as integral xdx= (x^2)/2 + C, we cant say that integral of tanxdx is just (tan^2x)/2 + C. Which is what youre implying. USE THE PRINCIPLE OF MATHEMATICAL INDUCTION TO SHOW THAT Use the Principle of Mathematical Induction to show that the given statement is true for all natural numbers n. FIND THE PROJECTION OF U ONTO V. THEN WRITE U AS THE SUM Step 1 : Definition of vector components : Let u and v be nonzero vectors such that. where and are orthogonal vectors.. The vector is the projection of u onto v and it is denoted by . And . Projection of u onto v : Let u and v be non zero vectors, then the projection of u onto v is. Step 2 : The vectors are and . The projection u onto v:. Step 3 : Evaluation ofSATELLTIE QUESTION
Radius of the moon = 959 km. A satellite is in elliptical orbit around the moon with the center of the moon at one focus. The vertex is at the origin and the coordinates are (0,0). Center is (h,k) = (0,0) The vertical ellipse equation is. a = length of semi major axis and b = length of semi minor axis. In this case. b = 959 km + 357 km = 1316km.
USE THE GRAPH SHOWN TO DETERMINE IF THE LIMIT EXISTS.IF IT Step 1 : Definition of limit : if and only if and . Step 2 : Observe the graph of the function : As x tends to 2 from the left side, approaches to 4.. As x tends to 2 from the right side, approaches to 4.. So conclude that, . (From the definition of limit) Solution :.SECANT LINES
Consider the function f(x) = sqrt (x) and the point P(4, 2) on the graph of f. (a) Graph f and the secant lines passing through P(4, 2) and Q(x, f(x)) for x- values of 1, 3 and 5. (b) Find the slope of each secant lines. (c) Use the results of part (b) to estimate the slope of the tangent line to the graph of f at P(4, 2).. Describe how to improve your approximation of the slope. THE INITIAL AND TERMINAL POINTS OF A VECTOR ARE GIVEN Step 1 : Let the initial point is and terminal point is .. The components of are .. The component form of vector is .. The component form of vector is .. Solution : USE VECTORS TO FIND THE INTERIOR ANGLES OF THE TRIANGLE 0 votes. Step 1: The vertices of triangle are , and . Let , and . Angle between two vectors : . Find angle between AB and AC. The vector from to is . The vector from to is . Magnitude of AB is . SOLVE (COSX TANY +COS(X+Y))DX + (SIN X SEC 2 Y+COS(X+Y))DY It is a first order non linear differential equation and it is in the form .. Here . Now . Since , the equation is an exact differential equation.. The general solution of an exact equation is A CUBIC BOX IS COMPLETELY FILLED WITH 2744 KG OF WATER a= (2.744)^ (1/3) =1.4 m. Therfore , the length of the cube is 1.4 m. answered Jun 15, 2014 by bradely Mentor. A cubic box is completely filled with 2,179 g of water. What is the length of one side of thebox, in meters?
USE THE PRINCIPLE OF MATHEMATICAL INDUCTION TO SHOW THAT Use the Principle of Mathematical Induction to show that the given statement is true for all natural numbers n. USE THE FORM OF THE DEFINITION OF THE Use the form of the definition of the integral given in Theorem 4 to evaluate the integral. PHYSICS HOMEWORK HELP? The mass of the cord is .. The tension in the cord is .. Time taken for vibration of string is 0.60 sec. The velocity of the transverse wave on the cord is , where is the tension in the cord and .. Velocity of the wave: , where and is the time. Substitute and . Distance between childrens is 25.07 m.SATELLTIE QUESTION
Radius of the moon = 959 km. A satellite is in elliptical orbit around the moon with the center of the moon at one focus. The vertex is at the origin and the coordinates are (0,0). Center is (h,k) = (0,0) The vertical ellipse equation is. a = length of semi major axis and b = length of semi minor axis. In this case. b = 959 km + 357 km = 1316km.
USE THE GRAPH SHOWN TO DETERMINE IF THE LIMIT EXISTS.IF IT Step 1 : Definition of limit : if and only if and . Step 2 : Observe the graph of the function : As x tends to 2 from the left side, approaches to 4.. As x tends to 2 from the right side, approaches to 4.. So conclude that, . (From the definition of limit) Solution :.SECANT LINES
Consider the function f(x) = sqrt (x) and the point P(4, 2) on the graph of f. (a) Graph f and the secant lines passing through P(4, 2) and Q(x, f(x)) for x- values of 1, 3 and 5. (b) Find the slope of each secant lines. (c) Use the results of part (b) to estimate the slope of the tangent line to the graph of f at P(4, 2).. Describe how to improve your approximation of the slope. THE INITIAL AND TERMINAL POINTS OF A VECTOR ARE GIVEN Step 1 : Let the initial point is and terminal point is .. The components of are .. The component form of vector is .. The component form of vector is .. Solution : USE VECTORS TO FIND THE INTERIOR ANGLES OF THE TRIANGLE 0 votes. Step 1: The vertices of triangle are , and . Let , and . Angle between two vectors : . Find angle between AB and AC. The vector from to is . The vector from to is . Magnitude of AB is . SOLVE (COSX TANY +COS(X+Y))DX + (SIN X SEC 2 Y+COS(X+Y))DY It is a first order non linear differential equation and it is in the form .. Here . Now . Since , the equation is an exact differential equation.. The general solution of an exact equation is A CUBIC BOX IS COMPLETELY FILLED WITH 2744 KG OF WATER a= (2.744)^ (1/3) =1.4 m. Therfore , the length of the cube is 1.4 m. answered Jun 15, 2014 by bradely Mentor. A cubic box is completely filled with 2,179 g of water. What is the length of one side of thebox, in meters?
USE THE PRINCIPLE OF MATHEMATICAL INDUCTION TO SHOW THAT Use the Principle of Mathematical Induction to show that the given statement is true for all natural numbers n. USE THE FORM OF THE DEFINITION OF THE Use the form of the definition of the integral given in Theorem 4 to evaluate the integral. PHYSICS HOMEWORK HELP? The mass of the cord is .. The tension in the cord is .. Time taken for vibration of string is 0.60 sec. The velocity of the transverse wave on the cord is , where is the tension in the cord and .. Velocity of the wave: , where and is the time. Substitute and . Distance between childrens is 25.07 m. LOG IN - MATHSKEY.COM Welcome to Mathskey.com Question & Answers Community. Ask any math/science homework question and receive answers from other membersof the community.
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Let represent the least consecutive odd integer.. The next greater consecutive odd integer .. The greatest of the three odd integers .. The sum of three consecutive odd integers is 51. \ REGISTER AS A NEW USER Welcome to Mathskey.com Question & Answers Community. Ask any math/science homework question and receive answers from other membersof the community.
RECENT QUESTIONS WITHOUT A SELECTED ANSWER Differentiate (a) with respect to x ( y is a function of x) and (b) with respect to t (x and y are functions of t). PARAMETRIC EQUATION 2 The pair of parametric equations are. x = 7 sint + sin 7t. y = 7 cost + cos 7t. Compare it to parametic equations are x = N sint - sinNt. y = N cost - cos Nt. In this case N = 7. Therefore in the graph , The number of petals N - 1 in the epicycloid. The number of petals is 6.Graph.
DETERMINE WHETHER THE LINES L1 AND L2 ARE PARALLEL, SKEW Check for intersection of the lines: If and had a point of intersection, then find the point by solving the lines. Write the line equations in parametric form. and . Equate the corresponding values. Solve equation (1) and equation (2) and find the values of and . Multiply the equation (1) by 2. Subtract the above two equations. FIND VALUES FOR B SUCH THAT THE TRIANGLE HAS (A) ONE Step 1: (a) The triangle side is and angle is . The laws of sines : The angle is acute angle.. Recall the relation from the ambiguous case:. If triangle has one solution and is THE INTEGRAL OF XTANX DX Apply formula: . let u = x, v = tan x, , . . That solution you have given is wrong.. You cant just plug in (-ln|cosx|) into that formula as (x) and (-ln|cosx|) are two completely different functions. For example, as integral xdx= (x^2)/2 + C, we cant say that integral of tanxdx is just (tan^2x)/2 + C. Which is what youre implying. USE THE PRINCIPLE OF MATHEMATICAL INDUCTION TO SHOW THAT Use the Principle of Mathematical Induction to show that the given statement is true for all natural numbers n. FIND THE PROJECTION OF U ONTO V. THEN WRITE U AS THE SUM Step 1 : Definition of vector components : Let u and v be nonzero vectors such that. where and are orthogonal vectors.. The vector is the projection of u onto v and it is denoted by . And . Projection of u onto v : Let u and v be non zero vectors, then the projection of u onto v is. Step 2 : The vectors are and . The projection u onto v:. Step 3 : Evaluation of PHYSICS QUESTION BEST ANSWER WILL BE CHOSEN NEED … PHYSICS QUESTION BEST ANSWER WILL BE CHOSEN NEED HELP ASAP? A shop sign weighing 215N hangs from the end of a uniform 180-N beam as shown in (Figure 1) . Find the tension in the supporting wire (at 35.0∘). Find the horizontal force exerted by the hinge on the beam at thewall.
USE THE PRINCIPLE OF MATHEMATICAL INDUCTION TO SHOW THAT Use the Principle of Mathematical Induction to show that the given statement is true for all natural numbers n. A CUBIC BOX IS COMPLETELY FILLED WITH 2744 KG OF WATER a= (2.744)^ (1/3) =1.4 m. Therfore , the length of the cube is 1.4 m. answered Jun 15, 2014 by bradely Mentor. A cubic box is completely filled with 2,179 g of water. What is the length of one side of thebox, in meters?
SOLVE (COSX TANY +COS(X+Y))DX + (SIN X SEC 2 Y+COS(X+Y))DY It is a first order non linear differential equation and it is in the form .. Here . Now . Since , the equation is an exact differential equation.. The general solution of an exact equation is PHYSICS HOMEWORK HELP? The mass of the cord is .. The tension in the cord is .. Time taken for vibration of string is 0.60 sec. The velocity of the transverse wave on the cord is , where is the tension in the cord and .. Velocity of the wave: , where and is the time. Substitute and . Distance between childrens is 25.07 m. A 125 CM LENGTH OF STRING HAS MASS 2.0 G AND TENSION 7.0 N 1 Answer. 0 votes. Calculate the wave velocity by using the following formula: v =√ (T/(m/L)) Here T is the tension in the string,m is the mass of the string, and L is the length of the string. Substitute 7 N for T ,2 g =0.002 kg for m, and 1.25 m for L. v =√ (7/(0.002/L1.25)) =66.144 m/s. Calculate the lowest frequency, A TRIANGLE HAS A SIDE WITH LENGTH 6 FEET AND ANOTHER SIDE Area of an Oblique Triangle : The area of any triangle is one - half the product of the lengths of two sides times the sine of their included angle. That is, Area = 1/2 bc sin A = 1/2 ab sin C = 1/2 ac sin B. The lengths of the triangle are 6 feet and 8 feet, and the angle between these sides is 73 degrees. Area = WHAT IS X ^3+Y ^3=18XY USING IMPLICIT Use implicit differentiation to find an equation of the tangent line to the ellipse x^2/2 + y^2/8 = 1 at (1, 2). A. -5,-3 B. 5, -15 WHAT IS THE MIDPOINT OF A AND B a. -5,-3 b. 5, -15 what is the midpoint of a and b? find the coordinates of the midpoint of a segment with the given endpoints:P(-12,-9), Q (2,10)
WHAT WOULD BE THE HEIGHT OF A TRAPEZOIDAL BUILDING What would be the height of a trapezoidal building if, at its base, it measured 80 feet, its roofline measured 40 feet, and the surface area of one side was 7,200 ft2? PHYSICS QUESTION BEST ANSWER WILL BE CHOSEN NEED … PHYSICS QUESTION BEST ANSWER WILL BE CHOSEN NEED HELP ASAP? A shop sign weighing 215N hangs from the end of a uniform 180-N beam as shown in (Figure 1) . Find the tension in the supporting wire (at 35.0∘). Find the horizontal force exerted by the hinge on the beam at thewall.
USE THE PRINCIPLE OF MATHEMATICAL INDUCTION TO SHOW THAT Use the Principle of Mathematical Induction to show that the given statement is true for all natural numbers n. A CUBIC BOX IS COMPLETELY FILLED WITH 2744 KG OF WATER a= (2.744)^ (1/3) =1.4 m. Therfore , the length of the cube is 1.4 m. answered Jun 15, 2014 by bradely Mentor. A cubic box is completely filled with 2,179 g of water. What is the length of one side of thebox, in meters?
SOLVE (COSX TANY +COS(X+Y))DX + (SIN X SEC 2 Y+COS(X+Y))DY It is a first order non linear differential equation and it is in the form .. Here . Now . Since , the equation is an exact differential equation.. The general solution of an exact equation is PHYSICS HOMEWORK HELP? The mass of the cord is .. The tension in the cord is .. Time taken for vibration of string is 0.60 sec. The velocity of the transverse wave on the cord is , where is the tension in the cord and .. Velocity of the wave: , where and is the time. Substitute and . Distance between childrens is 25.07 m. A 125 CM LENGTH OF STRING HAS MASS 2.0 G AND TENSION 7.0 N 1 Answer. 0 votes. Calculate the wave velocity by using the following formula: v =√ (T/(m/L)) Here T is the tension in the string,m is the mass of the string, and L is the length of the string. Substitute 7 N for T ,2 g =0.002 kg for m, and 1.25 m for L. v =√ (7/(0.002/L1.25)) =66.144 m/s. Calculate the lowest frequency, A TRIANGLE HAS A SIDE WITH LENGTH 6 FEET AND ANOTHER SIDE Area of an Oblique Triangle : The area of any triangle is one - half the product of the lengths of two sides times the sine of their included angle. That is, Area = 1/2 bc sin A = 1/2 ab sin C = 1/2 ac sin B. The lengths of the triangle are 6 feet and 8 feet, and the angle between these sides is 73 degrees. Area = A. -5,-3 B. 5, -15 WHAT IS THE MIDPOINT OF A AND B a. -5,-3 b. 5, -15 what is the midpoint of a and b? find the coordinates of the midpoint of a segment with the given endpoints:P(-12,-9), Q (2,10)
WHAT IS X ^3+Y ^3=18XY USING IMPLICIT Use implicit differentiation to find an equation of the tangent line to the ellipse x^2/2 + y^2/8 = 1 at (1, 2). WHAT WOULD BE THE HEIGHT OF A TRAPEZOIDAL BUILDING What would be the height of a trapezoidal building if, at its base, it measured 80 feet, its roofline measured 40 feet, and the surface area of one side was 7,200 ft2? LOG IN - MATHSKEY.COM Welcome to Mathskey.com Question & Answers Community. Ask any math/science homework question and receive answers from other membersof the community.
USE VECTORS TO FIND THE INTERIOR ANGLES OF THE TRIANGLE 0 votes. Step 1: The vertices of triangle are , and . Let , and . Angle between two vectors : . Find angle between AB and AC. The vector from to is . The vector from to is . Magnitude of AB is . REGISTER AS A NEW USER Welcome to Mathskey.com Question & Answers Community. Ask any math/science homework question and receive answers from other membersof the community.
RECENT QUESTIONS WITHOUT A SELECTED ANSWER Determine whether the Law of Sines or the Law of Cosines is needed tosolve the triangle.
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Let represent the least consecutive odd integer.. The next greater consecutive odd integer .. The greatest of the three odd integers .. The sum of three consecutive odd integers is 51. \ CONSIDER THE POINTS BELOW. P(−1, 3, 1), Q(0, 5, 2), R(3, 2 Step 1: The points on the plane are . (a) The points are lies on the plane then their vectors are lies on the same plane.. If are the two points then the component form of vector is. If are the two points then the component form of vector is. Consider .. From geometric properties of the cross product, is orthogonal to both . Then is orthogonal to plane passing through the points . RECENT QUESTIONS WITHOUT A SELECTED ANSWER find the amount that results from the investment. $100 invested at 4% compounded quarterly after a period of 2 years A TRIANGLE HAS A SIDE WITH LENGTH 6 FEET AND ANOTHER SIDE Area of an Oblique Triangle : The area of any triangle is one - half the product of the lengths of two sides times the sine of their included angle. That is, Area = 1/2 bc sin A = 1/2 ab sin C = 1/2 ac sin B. The lengths of the triangle are 6 feet and 8 feet, and the angle between these sides is 73 degrees. Area =WWW.MATHSKEY.COM
The equation is . (Distribute 6) \ (Multiply: ) (Subtract 3x from each side) (Apply additive inverse property: ) (Apply commutative propertyof addition: )
USE THE LAW OF COSINES TO FIND THE ANGLE Α BETWEEN THE Use the Law of Cosines to find the angle α between the vectors. (Assume 0o ≤ α ≤ 180o.) v = i + j, w = 2i - 2j PHYSICS QUESTION BEST ANSWER WILL BE CHOSEN NEED … PHYSICS QUESTION BEST ANSWER WILL BE CHOSEN NEED HELP ASAP? A shop sign weighing 215N hangs from the end of a uniform 180-N beam as shown in (Figure 1) . Find the tension in the supporting wire (at 35.0∘). Find the horizontal force exerted by the hinge on the beam at thewall.
USE THE PRINCIPLE OF MATHEMATICAL INDUCTION TO SHOW THAT Use the Principle of Mathematical Induction to show that the given statement is true for all natural numbers n. A CUBIC BOX IS COMPLETELY FILLED WITH 2744 KG OF WATER a= (2.744)^ (1/3) =1.4 m. Therfore , the length of the cube is 1.4 m. answered Jun 15, 2014 by bradely Mentor. A cubic box is completely filled with 2,179 g of water. What is the length of one side of thebox, in meters?
SOLVE (COSX TANY +COS(X+Y))DX + (SIN X SEC 2 Y+COS(X+Y))DY It is a first order non linear differential equation and it is in the form .. Here . Now . Since , the equation is an exact differential equation.. The general solution of an exact equation is PHYSICS HOMEWORK HELP? The mass of the cord is .. The tension in the cord is .. Time taken for vibration of string is 0.60 sec. The velocity of the transverse wave on the cord is , where is the tension in the cord and .. Velocity of the wave: , where and is the time. Substitute and . Distance between childrens is 25.07 m. A 125 CM LENGTH OF STRING HAS MASS 2.0 G AND TENSION 7.0 N 1 Answer. 0 votes. Calculate the wave velocity by using the following formula: v =√ (T/(m/L)) Here T is the tension in the string,m is the mass of the string, and L is the length of the string. Substitute 7 N for T ,2 g =0.002 kg for m, and 1.25 m for L. v =√ (7/(0.002/L1.25)) =66.144 m/s. Calculate the lowest frequency, A TRIANGLE HAS A SIDE WITH LENGTH 6 FEET AND ANOTHER SIDE Area of an Oblique Triangle : The area of any triangle is one - half the product of the lengths of two sides times the sine of their included angle. That is, Area = 1/2 bc sin A = 1/2 ab sin C = 1/2 ac sin B. The lengths of the triangle are 6 feet and 8 feet, and the angle between these sides is 73 degrees. Area = WHAT IS X ^3+Y ^3=18XY USING IMPLICIT Use implicit differentiation to find an equation of the tangent line to the ellipse x^2/2 + y^2/8 = 1 at (1, 2). A. -5,-3 B. 5, -15 WHAT IS THE MIDPOINT OF A AND B a. -5,-3 b. 5, -15 what is the midpoint of a and b? find the coordinates of the midpoint of a segment with the given endpoints:P(-12,-9), Q (2,10)
WHAT WOULD BE THE HEIGHT OF A TRAPEZOIDAL BUILDING What would be the height of a trapezoidal building if, at its base, it measured 80 feet, its roofline measured 40 feet, and the surface area of one side was 7,200 ft2? PHYSICS QUESTION BEST ANSWER WILL BE CHOSEN NEED … PHYSICS QUESTION BEST ANSWER WILL BE CHOSEN NEED HELP ASAP? A shop sign weighing 215N hangs from the end of a uniform 180-N beam as shown in (Figure 1) . Find the tension in the supporting wire (at 35.0∘). Find the horizontal force exerted by the hinge on the beam at thewall.
USE THE PRINCIPLE OF MATHEMATICAL INDUCTION TO SHOW THAT Use the Principle of Mathematical Induction to show that the given statement is true for all natural numbers n. A CUBIC BOX IS COMPLETELY FILLED WITH 2744 KG OF WATER a= (2.744)^ (1/3) =1.4 m. Therfore , the length of the cube is 1.4 m. answered Jun 15, 2014 by bradely Mentor. A cubic box is completely filled with 2,179 g of water. What is the length of one side of thebox, in meters?
SOLVE (COSX TANY +COS(X+Y))DX + (SIN X SEC 2 Y+COS(X+Y))DY It is a first order non linear differential equation and it is in the form .. Here . Now . Since , the equation is an exact differential equation.. The general solution of an exact equation is PHYSICS HOMEWORK HELP? The mass of the cord is .. The tension in the cord is .. Time taken for vibration of string is 0.60 sec. The velocity of the transverse wave on the cord is , where is the tension in the cord and .. Velocity of the wave: , where and is the time. Substitute and . Distance between childrens is 25.07 m. A 125 CM LENGTH OF STRING HAS MASS 2.0 G AND TENSION 7.0 N 1 Answer. 0 votes. Calculate the wave velocity by using the following formula: v =√ (T/(m/L)) Here T is the tension in the string,m is the mass of the string, and L is the length of the string. Substitute 7 N for T ,2 g =0.002 kg for m, and 1.25 m for L. v =√ (7/(0.002/L1.25)) =66.144 m/s. Calculate the lowest frequency, A TRIANGLE HAS A SIDE WITH LENGTH 6 FEET AND ANOTHER SIDE Area of an Oblique Triangle : The area of any triangle is one - half the product of the lengths of two sides times the sine of their included angle. That is, Area = 1/2 bc sin A = 1/2 ab sin C = 1/2 ac sin B. The lengths of the triangle are 6 feet and 8 feet, and the angle between these sides is 73 degrees. Area = WHAT IS X ^3+Y ^3=18XY USING IMPLICIT Use implicit differentiation to find an equation of the tangent line to the ellipse x^2/2 + y^2/8 = 1 at (1, 2). A. -5,-3 B. 5, -15 WHAT IS THE MIDPOINT OF A AND B a. -5,-3 b. 5, -15 what is the midpoint of a and b? find the coordinates of the midpoint of a segment with the given endpoints:P(-12,-9), Q (2,10)
WHAT WOULD BE THE HEIGHT OF A TRAPEZOIDAL BUILDING What would be the height of a trapezoidal building if, at its base, it measured 80 feet, its roofline measured 40 feet, and the surface area of one side was 7,200 ft2? LOG IN - MATHSKEY.COM Welcome to Mathskey.com Question & Answers Community. Ask any math/science homework question and receive answers from other membersof the community.
USE VECTORS TO FIND THE INTERIOR ANGLES OF THE TRIANGLE 0 votes. Step 1: The vertices of triangle are , and . Let , and . Angle between two vectors : . Find angle between AB and AC. The vector from to is . The vector from to is . Magnitude of AB is . REGISTER AS A NEW USER Welcome to Mathskey.com Question & Answers Community. Ask any math/science homework question and receive answers from other membersof the community.
RECENT QUESTIONS WITHOUT A SELECTED ANSWER Determine whether the Law of Sines or the Law of Cosines is needed tosolve the triangle.
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Let represent the least consecutive odd integer.. The next greater consecutive odd integer .. The greatest of the three odd integers .. The sum of three consecutive odd integers is 51. \ CONSIDER THE POINTS BELOW. P(−1, 3, 1), Q(0, 5, 2), R(3, 2 Step 1: The points on the plane are . (a) The points are lies on the plane then their vectors are lies on the same plane.. If are the two points then the component form of vector is. If are the two points then the component form of vector is. Consider .. From geometric properties of the cross product, is orthogonal to both . Then is orthogonal to plane passing through the points . RECENT QUESTIONS WITHOUT A SELECTED ANSWER find the amount that results from the investment. $100 invested at 4% compounded quarterly after a period of 2 years A TRIANGLE HAS A SIDE WITH LENGTH 6 FEET AND ANOTHER SIDE Area of an Oblique Triangle : The area of any triangle is one - half the product of the lengths of two sides times the sine of their included angle. That is, Area = 1/2 bc sin A = 1/2 ab sin C = 1/2 ac sin B. The lengths of the triangle are 6 feet and 8 feet, and the angle between these sides is 73 degrees. Area =WWW.MATHSKEY.COM
The equation is . (Distribute 6) \ (Multiply: ) (Subtract 3x from each side) (Apply additive inverse property: ) (Apply commutative propertyof addition: )
USE THE LAW OF COSINES TO FIND THE ANGLE Α BETWEEN THE Use the Law of Cosines to find the angle α between the vectors. (Assume 0o ≤ α ≤ 180o.) v = i + j, w = 2i - 2j PHYSICS QUESTION BEST ANSWER WILL BE CHOSEN NEED … PHYSICS QUESTION BEST ANSWER WILL BE CHOSEN NEED HELP ASAP? A shop sign weighing 215N hangs from the end of a uniform 180-N beam as shown in (Figure 1) . Find the tension in the supporting wire (at 35.0∘). Find the horizontal force exerted by the hinge on the beam at thewall.
USE THE PRINCIPLE OF MATHEMATICAL INDUCTION TO SHOW THAT Use the Principle of Mathematical Induction to show that the given statement is true for all natural numbers n. SOLVE (COSX TANY +COS(X+Y))DX + (SIN X SEC 2 Y+COS(X+Y))DY It is a first order non linear differential equation and it is in the form .. Here . Now . Since , the equation is an exact differential equation.. The general solution of an exact equation is A CUBIC BOX IS COMPLETELY FILLED WITH 2744 KG OF WATER a= (2.744)^ (1/3) =1.4 m. Therfore , the length of the cube is 1.4 m. answered Jun 15, 2014 by bradely Mentor. A cubic box is completely filled with 2,179 g of water. What is the length of one side of thebox, in meters?
PHYSICS HOMEWORK HELP? The mass of the cord is .. The tension in the cord is .. Time taken for vibration of string is 0.60 sec. The velocity of the transverse wave on the cord is , where is the tension in the cord and .. Velocity of the wave: , where and is the time. Substitute and . Distance between childrens is 25.07 m. A 125 CM LENGTH OF STRING HAS MASS 2.0 G AND TENSION 7.0 N 1 Answer. 0 votes. Calculate the wave velocity by using the following formula: v =√ (T/(m/L)) Here T is the tension in the string,m is the mass of the string, and L is the length of the string. Substitute 7 N for T ,2 g =0.002 kg for m, and 1.25 m for L. v =√ (7/(0.002/L1.25)) =66.144 m/s. Calculate the lowest frequency, A TRIANGLE HAS A SIDE WITH LENGTH 6 FEET AND ANOTHER SIDE Area of an Oblique Triangle : The area of any triangle is one - half the product of the lengths of two sides times the sine of their included angle. That is, Area = 1/2 bc sin A = 1/2 ab sin C = 1/2 ac sin B. The lengths of the triangle are 6 feet and 8 feet, and the angle between these sides is 73 degrees. Area = WHAT IS X ^3+Y ^3=18XY USING IMPLICIT Use implicit differentiation to find an equation of the tangent line to the ellipse x^2/2 + y^2/8 = 1 at (1, 2). A. -5,-3 B. 5, -15 WHAT IS THE MIDPOINT OF A AND B a. -5,-3 b. 5, -15 what is the midpoint of a and b? find the coordinates of the midpoint of a segment with the given endpoints:P(-12,-9), Q (2,10)
WHAT WOULD BE THE HEIGHT OF A TRAPEZOIDAL BUILDING What would be the height of a trapezoidal building if, at its base, it measured 80 feet, its roofline measured 40 feet, and the surface area of one side was 7,200 ft2? PHYSICS QUESTION BEST ANSWER WILL BE CHOSEN NEED … PHYSICS QUESTION BEST ANSWER WILL BE CHOSEN NEED HELP ASAP? A shop sign weighing 215N hangs from the end of a uniform 180-N beam as shown in (Figure 1) . Find the tension in the supporting wire (at 35.0∘). Find the horizontal force exerted by the hinge on the beam at thewall.
USE THE PRINCIPLE OF MATHEMATICAL INDUCTION TO SHOW THAT Use the Principle of Mathematical Induction to show that the given statement is true for all natural numbers n. SOLVE (COSX TANY +COS(X+Y))DX + (SIN X SEC 2 Y+COS(X+Y))DY It is a first order non linear differential equation and it is in the form .. Here . Now . Since , the equation is an exact differential equation.. The general solution of an exact equation is A CUBIC BOX IS COMPLETELY FILLED WITH 2744 KG OF WATER a= (2.744)^ (1/3) =1.4 m. Therfore , the length of the cube is 1.4 m. answered Jun 15, 2014 by bradely Mentor. A cubic box is completely filled with 2,179 g of water. What is the length of one side of thebox, in meters?
PHYSICS HOMEWORK HELP? The mass of the cord is .. The tension in the cord is .. Time taken for vibration of string is 0.60 sec. The velocity of the transverse wave on the cord is , where is the tension in the cord and .. Velocity of the wave: , where and is the time. Substitute and . Distance between childrens is 25.07 m. A 125 CM LENGTH OF STRING HAS MASS 2.0 G AND TENSION 7.0 N 1 Answer. 0 votes. Calculate the wave velocity by using the following formula: v =√ (T/(m/L)) Here T is the tension in the string,m is the mass of the string, and L is the length of the string. Substitute 7 N for T ,2 g =0.002 kg for m, and 1.25 m for L. v =√ (7/(0.002/L1.25)) =66.144 m/s. Calculate the lowest frequency, A TRIANGLE HAS A SIDE WITH LENGTH 6 FEET AND ANOTHER SIDE Area of an Oblique Triangle : The area of any triangle is one - half the product of the lengths of two sides times the sine of their included angle. That is, Area = 1/2 bc sin A = 1/2 ab sin C = 1/2 ac sin B. The lengths of the triangle are 6 feet and 8 feet, and the angle between these sides is 73 degrees. Area = WHAT IS X ^3+Y ^3=18XY USING IMPLICIT Use implicit differentiation to find an equation of the tangent line to the ellipse x^2/2 + y^2/8 = 1 at (1, 2). A. -5,-3 B. 5, -15 WHAT IS THE MIDPOINT OF A AND B a. -5,-3 b. 5, -15 what is the midpoint of a and b? find the coordinates of the midpoint of a segment with the given endpoints:P(-12,-9), Q (2,10)
WHAT WOULD BE THE HEIGHT OF A TRAPEZOIDAL BUILDING What would be the height of a trapezoidal building if, at its base, it measured 80 feet, its roofline measured 40 feet, and the surface area of one side was 7,200 ft2? LOG IN - MATHSKEY.COM Welcome to Mathskey.com Question & Answers Community. Ask any math/science homework question and receive answers from other membersof the community.
RECENT QUESTIONS WITHOUT A SELECTED ANSWER Determine whether the Law of Sines or the Law of Cosines is needed tosolve the triangle.
REGISTER AS A NEW USER Welcome to Mathskey.com Question & Answers Community. Ask any math/science homework question and receive answers from other membersof the community.
FIND THE CENTER, VERTICES, AND FOCI OF THE ELLIPSE WITH The standard form of horizontal ellipse is + = 1, when a 2 > b 2.. The ellipse equation 2x 2 + 7y 2 = 14.. The standard form for an ellipse is in a form = 1, So divide both sides of the equation by 14 to set it equal to 1. USE VECTORS TO FIND THE INTERIOR ANGLES OF THE TRIANGLE 0 votes. Step 1: The vertices of triangle are , and . Let , and . Angle between two vectors : . Find angle between AB and AC. The vector from to is . The vector from to is . Magnitude of AB is . RECENT QUESTIONS WITHOUT A SELECTED ANSWER Verify the statement by showing that the derivative of the right side equals the integrand of the left side. CONSIDER THE POINTS BELOW. P(−1, 3, 1), Q(0, 5, 2), R(3, 2 Step 1: The points on the plane are . (a) The points are lies on the plane then their vectors are lies on the same plane.. If are the two points then the component form of vector is. If are the two points then the component form of vector is. Consider .. From geometric properties of the cross product, is orthogonal to both . Then is orthogonal to plane passing through the points . A PIANO TUNER STRETCHES A STEEL PIANO WIRE WITH A TENSION The Tension in the String is 765 N. Steel wire length L is 0.900 m. Mass of the string m is 6.75 g = 6.75 * 10^-3 kg. Frequency of the string = n * (Velocity of the wave on the String/ (2L) ) Velocity of the wave on the string. v = 319.37 m/sec. For Fundamental Frequency n = 1. Frequency = V / 2L. A TRIANGLE HAS A SIDE WITH LENGTH 6 FEET AND ANOTHER SIDE Area of an Oblique Triangle : The area of any triangle is one - half the product of the lengths of two sides times the sine of their included angle. That is, Area = 1/2 bc sin A = 1/2 ab sin C = 1/2 ac sin B. The lengths of the triangle are 6 feet and 8 feet, and the angle between these sides is 73 degrees. Area = USE THE LAW OF COSINES TO FIND THE ANGLE Α BETWEEN THE Use the Law of Cosines to find the angle α between the vectors. (Assume 0o ≤ α ≤ 180o.) v = i + j, w = 2i - 2j PHYSICS QUESTION BEST ANSWER WILL BE CHOSEN NEED … A shop sign weighing 215N hangs from the end of a uniform 180-N beam as shown in (Figure 1) . Part A Find the tension in the supportingwire (at 35.0∘).
USE THE PRINCIPLE OF MATHEMATICAL INDUCTION TO SHOW THAT Use the Principle of Mathematical Induction to show that the given statement is true for all natural numbers n. SOLVE (COSX TANY +COS(X+Y))DX + (SIN X SEC 2 Y+COS(X+Y))DY It is a first order non linear differential equation and it is in the form .. Here . Now . Since , the equation is an exact differential equation.. The general solution of an exact equation is PHYSICS HOMEWORK HELP? The mass of the cord is .. The tension in the cord is .. Time taken for vibration of string is 0.60 sec. The velocity of the transverse wave on the cord is , where is the tension in the cord and .. Velocity of the wave: , where and is the time. Substitute and . Distance between childrens is 25.07 m. A CUBIC BOX IS COMPLETELY FILLED WITH 2744 KG OF WATER A cubic box is completely filled with 2,179 g of water. What is the length of one side of the box, in meters? A TRIANGLE HAS A SIDE WITH LENGTH 6 FEET AND ANOTHER SIDE A triangle has a side with length 6 feet and another side with length 8 feet. The angle between the sides measures 73 B. 7.0 C. 45.9 D. 23.0 WHAT IS X ^3+Y ^3=18XY USING IMPLICIT Use implicit differentiation to find an equation of the tangent line to the ellipse x^2/2 + y^2/8 = 1 at (1, 2). A. -5,-3 B. 5, -15 WHAT IS THE MIDPOINT OF A AND B a. -5,-3 b. 5, -15 what is the midpoint of a and b? find the coordinates of the midpoint of a segment with the given endpoints:P(-12,-9), Q (2,10)
A 125 CM LENGTH OF STRING HAS MASS 2.0 G AND TENSION 7.0 N A cubic box is completely filled with 2,179 g of water. What is the length of one side of the box, in meters? WHAT WOULD BE THE HEIGHT OF A TRAPEZOIDAL BUILDING What would be the height of a trapezoidal building if, at its base, it measured 80 feet, its roofline measured 40 feet, and the surface area of one side was 7,200 ft2? PHYSICS QUESTION BEST ANSWER WILL BE CHOSEN NEED … A shop sign weighing 215N hangs from the end of a uniform 180-N beam as shown in (Figure 1) . Part A Find the tension in the supportingwire (at 35.0∘).
USE THE PRINCIPLE OF MATHEMATICAL INDUCTION TO SHOW THAT Use the Principle of Mathematical Induction to show that the given statement is true for all natural numbers n. SOLVE (COSX TANY +COS(X+Y))DX + (SIN X SEC 2 Y+COS(X+Y))DY It is a first order non linear differential equation and it is in the form .. Here . Now . Since , the equation is an exact differential equation.. The general solution of an exact equation is PHYSICS HOMEWORK HELP? The mass of the cord is .. The tension in the cord is .. Time taken for vibration of string is 0.60 sec. The velocity of the transverse wave on the cord is , where is the tension in the cord and .. Velocity of the wave: , where and is the time. Substitute and . Distance between childrens is 25.07 m. A CUBIC BOX IS COMPLETELY FILLED WITH 2744 KG OF WATER A cubic box is completely filled with 2,179 g of water. What is the length of one side of the box, in meters? A TRIANGLE HAS A SIDE WITH LENGTH 6 FEET AND ANOTHER SIDE A triangle has a side with length 6 feet and another side with length 8 feet. The angle between the sides measures 73 B. 7.0 C. 45.9 D. 23.0 WHAT IS X ^3+Y ^3=18XY USING IMPLICIT Use implicit differentiation to find an equation of the tangent line to the ellipse x^2/2 + y^2/8 = 1 at (1, 2). A. -5,-3 B. 5, -15 WHAT IS THE MIDPOINT OF A AND B a. -5,-3 b. 5, -15 what is the midpoint of a and b? find the coordinates of the midpoint of a segment with the given endpoints:P(-12,-9), Q (2,10)
A 125 CM LENGTH OF STRING HAS MASS 2.0 G AND TENSION 7.0 N A cubic box is completely filled with 2,179 g of water. What is the length of one side of the box, in meters? WHAT WOULD BE THE HEIGHT OF A TRAPEZOIDAL BUILDING What would be the height of a trapezoidal building if, at its base, it measured 80 feet, its roofline measured 40 feet, and the surface area of one side was 7,200 ft2? LOG IN - MATHSKEY.COM Welcome to Mathskey.com Question & Answers Community. Ask any math/science homework question and receive answers from other membersof the community.
RECENT QUESTIONS WITHOUT A SELECTED ANSWER Determine whether the Law of Sines or the Law of Cosines is needed tosolve the triangle.
REGISTER AS A NEW USER Welcome to Mathskey.com Question & Answers Community. Ask any math/science homework question and receive answers from other membersof the community.
RECENT QUESTIONS WITHOUT A SELECTED ANSWER Verify the statement by showing that the derivative of the right side equals the integrand of the left side. FIND THE CENTER, VERTICES, AND FOCI OF THE ELLIPSE WITH The standard form of horizontal ellipse is + = 1, when a 2 > b 2.. The ellipse equation 2x 2 + 7y 2 = 14.. The standard form for an ellipse is in a form = 1, So divide both sides of the equation by 14 to set it equal to 1. CONSIDER THE POINTS BELOW. P(−1, 3, 1), Q(0, 5, 2), R(3, 2 Step 1: The points on the plane are . (a) The points are lies on the plane then their vectors are lies on the same plane.. If are the two points then the component form of vector is. If are the two points then the component form of vector is. Consider .. From geometric properties of the cross product, is orthogonal to both . Then is orthogonal to plane passing through the points . USE VECTORS TO FIND THE INTERIOR ANGLES OF THE TRIANGLE Use vectors to find the interior angles of the triangle with the givenvertices.
USE DEFINITION 2 TO FIND AN EXPRESSION FOR THE AREA UNDER Use Definition 2 to find an expression for the area under the graph of f as a limit. Do not evaluate the limit. USE THE LAW OF COSINES TO FIND THE ANGLE Α BETWEEN THE Use the Law of Cosines to find the angle α between the vectors. (Assume 0o ≤ α ≤ 180o.) v = i + j, w = 2i - 2j A TRIANGLE HAS A SIDE WITH LENGTH 6 FEET AND ANOTHER SIDE A triangle has a side with length 6 feet and another side with length 8 feet. The angle between the sides measures 73 B. 7.0 C. 45.9 D. 23.0*
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