2. Your friend is on the top of a sheer vertical cliff 14 meters high and you are on the ground below. Your friend throws a ball at an angle of 49° above the horizontal, and with an initial speed of 9.2 m/s. How long is the ball in the air? How far from the base of the cliff should you be in order to catch the ball1? Neglect air resistance. (The situation is as shown in Fig. 6.3.) 3. Starting from rest, a 62 g ball rolled down the tube like the one to be used during this experiment and stopped exactly at the exit. The initial and final ends of the tube were 109 Ocm and 101 cm above the floor, respectively. What was the frictional energy loss? If the tube is rotated so that the heights of the ends of the tube are now 124 cm and 88 cm above the floor, what is the exit velocity of the ball? 4. If the ball in the latter part of Problem 3 leaves the tube at an angle of 25° from the horizontal, what is its time of flight and range? 5. What would be the answers to Problem 4 if there were no frictional losses within the tube?

College Physics
11th Edition
ISBN:9781305952300
Author:Raymond A. Serway, Chris Vuille
Publisher:Raymond A. Serway, Chris Vuille
Chapter1: Units, Trigonometry. And Vectors
Section: Chapter Questions
Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...
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2. Your friend is on the top of a sheer vertical cliff 14 meters high and you are on the ground
below. Your friend throws a ball at an angle of 49° above the horizontal, and with an initial
speed of 9.2 m/s. How long is the ball in the air? How far from the base of the cliff should you
be in order to catch the ball1? Neglect air resistance. (The situation is as shown in Fig. 6.3.)
3. Starting from rest, a 62 g ball rolled down the tube like the one to be used during this
experiment and stopped exactly at the exit. The initial and final ends of the tube were 109
Ocm and 101 cm above the floor, respectively. What was the frictional energy loss? If the tube
is rotated so that the heights of the ends of the tube are now 124 cm and 88 cm above the
floor, what is the exit velocity of the ball?
4. If the ball in the latter part of Problem 3 leaves the tube at an angle of 25° from the horizontal,
what is its time of flight and range?
5. What would be the answers to Problem 4 if there were no frictional losses within the tube?
Transcribed Image Text:2. Your friend is on the top of a sheer vertical cliff 14 meters high and you are on the ground below. Your friend throws a ball at an angle of 49° above the horizontal, and with an initial speed of 9.2 m/s. How long is the ball in the air? How far from the base of the cliff should you be in order to catch the ball1? Neglect air resistance. (The situation is as shown in Fig. 6.3.) 3. Starting from rest, a 62 g ball rolled down the tube like the one to be used during this experiment and stopped exactly at the exit. The initial and final ends of the tube were 109 Ocm and 101 cm above the floor, respectively. What was the frictional energy loss? If the tube is rotated so that the heights of the ends of the tube are now 124 cm and 88 cm above the floor, what is the exit velocity of the ball? 4. If the ball in the latter part of Problem 3 leaves the tube at an angle of 25° from the horizontal, what is its time of flight and range? 5. What would be the answers to Problem 4 if there were no frictional losses within the tube?
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