A few days ago
Anonymous

physics….please help…thanks?!!!?

A ball is rolled up a long, sloping driveway with an initial velocity of 5 m/s. The absolute value of the ball’s acceleration is 3 m/s2. Assume the ball’s initial position is zero and the uphill direction is positive.

Find the ball’s velocity (in m/s) every second from t = 0 to t = 6 s.

Top 1 Answers
A few days ago
SL

Favorite Answer

t=o would be initial velocity. That would be 5m/s

t=1,

distance traveled=ut + 0.5at2

=0.5×1 +0.5x3x1sq

=2m

s=[(v-u)/2]t

2=[(v-3)/2]1

4=v-3

v=7m/s

t=2,

a=(v-u)/t

3=(v-7)/1

v=10m/s

t=3,

a=(v-u)/t

3=(v-10)/1

v=13m/s

t=4,

a=(v-u)/t

3=(v-13)/1

v=16m/s

t=5,

a=(v-u)/t

3=(v-16)/1

v=19m/s

t=6,

a=(v-u)/t

3=(v-19)/1

v=22m/s

However, I think there is something weird to this question. As you go up the hill, your velocity is suppose to slow down because you will encounter air resistance and also because the kinetic energy is converting to gravitational potential energy. This is unless you have disregarded it. Either that or I have done the question incorrectly somewhere….

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