subject
Engineering, 08.04.2021 16:50 nataliemoore1974

V = (x;£ + y;j) m/s ati..
y
nd
2 s
si...
is
3
si...
&..
Os
Timis
a
An astronaut standing on the moon of a distant planet throws a ball which then follows the parabolic trajectory shown in the sketch. The ball's position is shown at one second
intervals until t = 3 s. The ball's velocity is (1.651 + 1.657) m/s att = 1 s and it peaks at t=2s. Determine:
the balls velocity at t = 2 s; v2
att=3s; V3 =
î.
Timis
b. the gravitational acceleration on this moon; Smoon =
mis?
c
the ball's launch angle; ©
m
<
d. where the ball lands. Xiand -

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V = (x;£ + y;j) m/s ati..
y
nd
2 s
si...
is
3
si...
...
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