For the following exercises, solve for the given variable in the formula. After obtaining a new version of the formula, you will use it to solve a question.
40. Use the formula from the previous question to find the height of a trapezoid with
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- For the following exercises, solve for the given variable in the formula. After obtaining a new version of the formula, you will use it to solve a question. 43.Using the formula in the previous exercise, find the distance that Susan travels if she is moving at a rate of 60 mi/h for 6.75 h.arrow_forwardFor the following exercises, solve for the given variable in the formula. After obtaining a new version of the formula, you will use it to solve a question. 52. Use the formula from the previous question to find the radius of a cylinder with a height of 36 and a volume of 324 .arrow_forwardFor the following exercises, solve for the given variable in the formula. After obtaining a new version of the formula, you will use it to solve a question. 51. Solve for r: V=r2harrow_forward
- For the following exercises, solve for the given variable in the formula. After obtaining a new version of the formula, you will use it to solve a question. 50. Use the formula from the previous question to find the height of a cylinder with a radius of 8 and a volume of 16 .arrow_forwardFor the following exercises, solve for the indicated value, and graph the situation showing the solution point. The population of a small town is modeled by the equation P=1650e0.5t where t is measured in years. In approximately how many years will the town's population reach 20,000 ?arrow_forwardFor the following exercises, solve for the given variable in the formula. After obtaining a new version of the formula, you will use it to solve a question. 47. Use the formula from the previous question to find the height to the nearest tenth of a triangle with a base of 15 and an area of 215.arrow_forward
- For the following exercises, solve for the given variable in the formula. After obtaining a new version of the formula, you will use it to solve a question. 42. Distance equals rate times time, d=rt . Find the distance Tom travels if he is moving at a rate of 55 mi/h for 3.5 h.arrow_forwardFor the following exercises, solve for the given variable in the formula. After obtaining a new version of the formula, you will use it to solve a question. 54.Solve the formula from the previous question for . Notice why is sometimes defined as the ratio of the circumference to its diameter.arrow_forwardFor the following exercises, solve for the given variable in the formula. After obtaining a new version of the formula,you will use it to solve a question. 39. Solve for h: A=12h(b1+b2)arrow_forward
- For the following exercises, solve for the given variable in the formula. After obtaining a new version of the formula,you will use it to solve a question. 32. Solve for W: P=2L+2Warrow_forwardFor the following exercises, solve for the given variable in the formula. After obtaining a new version of the formula, you will use it to solve a question. 53. The formula for the circumference of a circle isC=2r. Find the circumference of a circle with a diameter of 12 in. (diameter=2r) . Use the symbol in your final answer.arrow_forwardFor the following exercises, solve for the given variable in the formula. After obtaining a new version of the formula, you will use it to solve a question. 33. Use the formula from the previous question to find the width, W,of a rectangle whose length is 15 and whose perimeter is 58.arrow_forward