(a) Establish the relation : v= ut at.
(b) v2 - u? = 2 as (c) s = ut + 1/2 at2?
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Answer:
a. Acceleration = Final velocity - initial velocity
time
a = v - u
t
at = v - u
at + u = v
v = u + at
b. let the body start with the initial velocity u.After covering distance 's'
under uniform acceleration 'a' , it's velocity becomes 'v' in 't' seconds.
Then,
Average velocity = u + v
2
So the distance covered in t is
s = Average velocity × Time
= u + v × t
2
v + u = 2s/1 ......(1)
Now, using first equation
v = u + at ......(2)
Multiplying equation (1) and (2) we get result as
(v + u) ( v - u ) = 2s/1 × at
v^2 - u^2 = 2as
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