Chapter 5: Exercises with Solutions

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522 Chapter 5 Quadratic Functions14.v (mi/h)17.v (mi/h)v40v40202000 5t (h)00 5t (h)15.v (m/s)18.v (m/s)v4040v202000 5t (s)00 5t (s)16.v (ft/s)19. You’re told that a car moves witha constant acceleration of 7.5 ft/s 2 . Inyour own words, explain what this means.402000 5vt (s)20. You’re told that an object will fallon a distant planet with constant acceleration6.5 m/s 2 . In your own words, explainwhat this means.21. You’re told that the acceleration ofa car is −18 ft/s 2 . In your own words,explain what this means.Version: Fall 2007
Section 5.5 Motion 52322. An observer on a distant planet throwsan object into the air and as it movesupward he reports that the object hasa constant acceleration of −4.5 m/s 2 . Inyour own words, explain what this means.In Exercises 23-28, perform each of thefollowing tasks.i. Solve the equation v = v 0 +at for theunknown quantity.ii. Substitute the known quantities (withunits) into your result, then simplify.Make sure the units cancel and provideappropriate units for your solution.23. A rocket accelerates from rest withconstant acceleration 15.8 m/s 2 . Whatwill be the speed of the rocket after 3minutes?24. A stone is dropped from rest ona distant planet and it accelerates towardsthe ground with constant acceleration3.8 ft/s 2 . What will be the speedof the stone after 2 minutes?25. A stone is thrown downward on adistant planet with an initial speed of20 ft/s. If the stone experiences constantacceleration of 32 ft/s 2 , what will be thespeed of the stone after 1 minute?26. A ball is hurled upward with an initialspeed of 80 m/s. If the ball experiencesa constant acceleration of −9.8 m/s 2 ,what will be the speed of the ball at theend of 5 seconds?27. An object is shot into the air withan initial speed of 100 m/s. If the objectexperiences constant deceleration of9.8 m/s 2 , how long will it take the ball toreach its maximum height?28. An object is released from rest ona distant planet and after 5 seconds, itsspeed is 98 m/s. If the object falls withconstant acceleration, determine the accelerationof the object.In Exercises 29-42, use the appropriateequation of motion, either v = v 0 +ator x = x 0 + v 0 t + (1/2)at 2 or both, tosolve the question posed in the exercise.i. Select the appropriate equation of motionand solve for the unknown quantity.ii. Substitute the known quantities (withtheir units) into your result and simplify.Check that cancellation of unitsprovide units appropriate for your solution.iii. Find a decimal approximation for youranswer.29. A rocket with initial velocity 30 m/smoves along a straight line with constantacceleration 2.5 m/s 2 . Find the velocityand the distance traveled by the rocketat the end of 10 seconds.30. A car is traveling at 88 ft/s whenit applies the brakes and begins to slowwith constant deceleration of 5 ft/s 2 . Whatis its speed and how far has it traveledat the end of 5 seconds?31. A car is traveling at 88 ft/s when itapplies the brakes and slows to 58 ft/s in10 seconds. Assuming constant deceleration,find the deceleration and the distancetraveled by the car in the 10 secondtime interval. Hint: Compute the decelerationfirst.Version: Fall 2007
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Section 5.1 The Parabola 4335.1 Exe
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Section 5.1 The Parabola 435In Exer
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Section 5.1The Parabola5.1 Solution
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Chapter 5: Exercises with Solutions

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