In this problem, we assume that the motion is taking place on a frictionless surface. Let us consider two balls A and B having the same masse. Initially, the ball B is at rest and the ball A is moving with the speed va = 3.00 m/s in the +x direction as seen in the figure. After the ball A hits (or collides with) the ball B, they are both observed to move off at 45° to the x axis, ball A above the x axis and ball B below. So 0'A= 45° and 0'B = -45°. 1- What are the speeds of the two balls V'A and V'B after the collision? 2- Is the collision elastic? Justify your answer. y BEFORE A B A e',=45° AFTER B |0'n=-45° B

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I. Ngom PhD
Course: Physics l-Classical Mechanics
Due date June 06, 2021
Assignment #02
Problem-1: (40%)
In this problem, we assume that the motion is taking place on a frictionless surface.
Let us consider two balls A and B having the same masse. Initially, the ball B is at rest and the ball A is
moving with the speed Va =
3.00 m/s in the +x direction as seen in the figure.
After the ball A hits (or collides with) the ball B, they are both observed to move off at 45° to the x axis,
ball A above the x axis and ball B below. So 0'a= 45° and 0'B= -45°.
1- What are the speeds of the two balls V'A and ý'B after the collision?
2- Is the collision elastic? Justify your answer.
BEFORE
e' =45°
AFTER
e'=-45°
B
Problem-2 (25%)
You throw a 0.145-kg baseball straight up, giving it an initial velocity of magnitude of 20.0 m/s. Find
how high it goes, ignoring air resistance.
Problem 3: (35)
Here we ignore air resistance and take the vertical axis y positive downward and yo = 0 m at the top of
the building (figure).
DALST
Dakar American University of Science & Technology
Dakar / Somone
Educating the next generation of Engineers, Inventors, and Innovators
www.daust.org / info@daust.org / +221 33 898 8713 / +221 77 162 6223
MAE DEPARTMENT/ Spring 2021
DAKAR AMERICAN UNIVERSIT
OF SCIENCE AND TECHNOLOGY
I. Ngom PhD
An object is dropped (let to fall down) at vo = 0 m/s from a building 70 m high.
1- How far (position) will it have fallen after a time t, = 1 s?
2- How far (position) will it have fallen after a time t2 = 2 s?
Instead of being dropped, now the object is thrown (launched)
downward with an initial velocity of 3.00 m/s.
y1?After t,=1s
3- How far (position) will it have fallen after a time t, =1 s?
4- How far (position) will it have fallen after a time t, = 2 s?
y2?After t,=2s
Transcribed Image Text:I. Ngom PhD Course: Physics l-Classical Mechanics Due date June 06, 2021 Assignment #02 Problem-1: (40%) In this problem, we assume that the motion is taking place on a frictionless surface. Let us consider two balls A and B having the same masse. Initially, the ball B is at rest and the ball A is moving with the speed Va = 3.00 m/s in the +x direction as seen in the figure. After the ball A hits (or collides with) the ball B, they are both observed to move off at 45° to the x axis, ball A above the x axis and ball B below. So 0'a= 45° and 0'B= -45°. 1- What are the speeds of the two balls V'A and ý'B after the collision? 2- Is the collision elastic? Justify your answer. BEFORE e' =45° AFTER e'=-45° B Problem-2 (25%) You throw a 0.145-kg baseball straight up, giving it an initial velocity of magnitude of 20.0 m/s. Find how high it goes, ignoring air resistance. Problem 3: (35) Here we ignore air resistance and take the vertical axis y positive downward and yo = 0 m at the top of the building (figure). DALST Dakar American University of Science & Technology Dakar / Somone Educating the next generation of Engineers, Inventors, and Innovators www.daust.org / info@daust.org / +221 33 898 8713 / +221 77 162 6223 MAE DEPARTMENT/ Spring 2021 DAKAR AMERICAN UNIVERSIT OF SCIENCE AND TECHNOLOGY I. Ngom PhD An object is dropped (let to fall down) at vo = 0 m/s from a building 70 m high. 1- How far (position) will it have fallen after a time t, = 1 s? 2- How far (position) will it have fallen after a time t2 = 2 s? Instead of being dropped, now the object is thrown (launched) downward with an initial velocity of 3.00 m/s. y1?After t,=1s 3- How far (position) will it have fallen after a time t, =1 s? 4- How far (position) will it have fallen after a time t, = 2 s? y2?After t,=2s
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