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Reply 1
bump
How did you calculate those values of distance and deceleration?
The question you have written doesn't have enough information to do that.
You have given us final velocity = 0 and time = 15s
This is only 2 out of the 3 needed for a suvat equation.

If your answer for distance moved up the slope is 15m then the initial velocity had to be 2m/s
This gives an acceleration of -2/15 = -0.13m/s/s

Can you check that
a) you have written the question exactly as it is in the book/exam
b) your calculations for s and a
Reply 3
Original post by Stonebridge
How did you calculate those values of distance and deceleration?
The question you have written doesn't have enough information to do that.
You have given us final velocity = 0 and time = 15s
This is only 2 out of the 3 needed for a suvat equation.

If your answer for distance moved up the slope is 15m then the initial velocity had to be 2m/s
This gives an acceleration of -2/15 = -0.13m/s/s

Can you check that
a) you have written the question exactly as it is in the book/exam
b) your calculations for s and a


my bad
A rail wagon moving at a speed of 2.0ms-1 on a level track reached a steady incline which slowed it down to rest in 15.0s and caused it to reverse.
To find the distance it moved up i did
s=1/2(u+v)t
and to find acceleration s=ut+1/2at2
but I can't find it's velocity and position on the incline after 20.0s
Just put t= 20s into the suvat equations with
u=2m/s
a=-0.133m/s/s
t=20s

to find v and s
v will be negative because it's coming back down the slope.
s will be less than 15m because it is now nearer the bottom of the slope.
Make sure a is negative as it is also in the direction down the slope
u is positive as it is up the slope.
Keep the signs in order and you will get the answer. The maths will take care of it.
(edited 12 years ago)
Reply 5
Original post by Stonebridge
Just put t= 20s into the suvat equations with
u=2m/s
a=-1.3m/s/s
t=20s

to find v and s
v will be negative because it's coming back down the slope.
s will be less than 15m because it is now nearer the bottom of the slope.
Make sure a is negative as it is also in the direction down the slope
u is positive as it is up the slope.
Keep the signs in order and you will get the answer. The maths will take care of it.


i don't get it coz
i did v=u+at
v=2+-0.13*20
=0.6 however in the book it says 0.67 downwards
for position i did
v2=u2+2as
but in the answer is 14.7m
Reply 6
bump:smile:
The answer will be 0.67 if you use the value of a to 3 sig figs (-0.133m/s/s)
(edited 12 years ago)
Reply 8
Original post by Stonebridge
The answer will be 0.67 if you use the value of a to 3 sig figs -0.133


ok get it know thanks:smile:
Why is U 2m/s not 0? I thought it went up the incline, stopped and then reversed. When it reverse we get a U of 0?
It's confusing me!!
Original post by yussefsoudan
Why is U 2m/s not 0? I thought it went up the incline, stopped and then reversed. When it reverse we get a U of 0?
It's confusing me!!


You've already asked this in another thread.
This is an old one from 2012 and is now closed.

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