What is correct about the two-dimensional free fall of a ball tossed up at some angle? a. When the projectile comes back to its initial height, its velocity is equal to the initial velocity. b.The vertical acceleration is negative because gravity acts in the downward direction. c. The vertical acceleration switches sign between the upward and downward sections of the free fall. d. The horizontal velocity of the projectile remains constant.
What is correct about the two-dimensional free fall of a ball tossed up at some angle? a. When the projectile comes back to its initial height, its velocity is equal to the initial velocity. b.The vertical acceleration is negative because gravity acts in the downward direction. c. The vertical acceleration switches sign between the upward and downward sections of the free fall. d. The horizontal velocity of the projectile remains constant.
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Question
What is correct about the two-dimensional free fall of a ball tossed up at some angle?
a. When the projectile comes back to its initial height, its velocity is equal to the initial velocity.
b.The vertical acceleration is negative because gravity acts in the downward direction.
c. The vertical acceleration switches sign between the upward and downward sections of the free fall.
d. The horizontal velocity of the projectile remains constant.
Expert Solution
Step 1
Answer:
As per the given statement,
a)
When the projectile comes back to its initial height, its velocity is equal to the initial velocity:
Option: Not correct
Reason: We know that when the projectile comes to its initial position the value or modulus of velocity is the same but the direction is different.
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