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10. A flowerpot falls off a windowsill and falls past a window below. A person inside the building notices that it takes \"T\" seconds to go from the top to the bottom of the window. The window is \"h\" meters high. Given [h, T], Determine how far above the window is the windowsill. 40.0 m to ground Copyright Addison Wesley Longman, Inc. 11. Ball A is dropped from the top of a building of height \"H\" at the same instant Ball B is shot vertically upward from the ground. When the balls collide they are moving in opposite directions and the speed of A is twice the speed of B. Given [H], Determine the height of the collision point. Ans. h = (2/3) H 12. A car starts from rest and accelerates at \"a\" for \"T\" seconds. The speed is then held constant for another \"T\" seconds. The car then de-accelerates at \"a/2\" until it stops. Given [a, T], Determine the total distance traveled by the car. Ans. D = (5/2) a T² 13. A rocket starts from rest and accelerates vertically upward at a value twice that of gravity for \"T?\" seconds. The engines are then cutoff with only the downward gravity affecting the rocket. Given [T?] Determine: a. The maximum height attained by the rocket. Ans. H = 3gT?² b. The time from launch to just before hitting the ground. Ans. T = T?(3+?6) c. The speed of the rocket just before hitting the ground. Ans. |v| = ?6gT?

          10. A flowerpot falls off a windowsill and falls past a
window below. A person inside the building notices that it
takes \"T\" seconds to go from the top to the bottom of the
window. The window is \"h\" meters high.
Given [h, T], Determine how far above the window is the
windowsill.
40.0 m to ground
Copyright Addison Wesley Longman, Inc.
11. Ball A is dropped from the top of a building of height \"H\" at the same instant Ball B is shot vertically
upward from the ground. When the balls collide they are moving in opposite directions and the speed of A is
twice the speed of B.
Given [H], Determine the height of the collision point. Ans. h = (2/3) H
12. A car starts from rest and accelerates at \"a\" for \"T\" seconds. The speed is then held constant for another
\"T\" seconds. The car then de-accelerates at \"a/2\" until it stops.
Given [a, T], Determine the total distance traveled by the car. Ans. D = (5/2) a T²
13. A rocket starts from rest and accelerates vertically upward at a value twice that of gravity for \"T?\" seconds.
The engines are then cutoff with only the downward gravity affecting the rocket. Given [T?] Determine:
a. The maximum height attained by the rocket. Ans. H = 3gT?²
b. The time from launch to just before hitting the ground. Ans. T = T?(3+?6)
c. The speed of the rocket just before hitting the ground. Ans. |v| = ?6gT?

10. A flowerpot falls off a windowsill and falls past a
window below. A person inside the building notices that it
takes T̈s̈econds to go from the top to the bottom of the
window. The window is ḧm̈eters high.
Given [h, T], Determine how far above the window is the
windowsill.
40.0 m to ground
Copyright Addison Wesley Longman, Inc.
11. Ball A is dropped from the top of a building of height Ḧät the same instant Ball B is shot vertically
upward from the ground. When the balls collide they are moving in opposite directions and the speed of A is
twice the speed of B.
Given [H], Determine the height of the collision point. Ans. h = (2/3) H
12. A car starts from rest and accelerates at äf̈or T̈s̈econds. The speed is then held constant for another
T̈s̈econds. The car then de-accelerates at ä/2üntil it stops.
Given [a, T], Determine the total distance traveled by the car. Ans. D = (5/2) a T²
13. A rocket starts from rest and accelerates vertically upward at a value twice that of gravity for T̈?s̈econds.
The engines are then cutoff with only the downward gravity affecting the rocket. Given [T?] Determine:
a. The maximum height attained by the rocket. Ans. H = 3gT?²
b. The time from launch to just before hitting the ground. Ans. T = T?(3+?6)
c. The speed of the rocket just before hitting the ground. Ans. |v| = ?6gT?

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