Question

derive the equations of motion for uniformly accelerated motion by graphical method

Answer 1

Answer:

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Explanation:

Proof of the second equation of motion graphically is as follows, Let us consider a body which is moving with the initial velocity vi. ...

S= area of rectangle OADC+ area of triangle ABD. Then.

S=(vi)(t)+1/2(AD)(BD) By substitution we get the above expression to be as,

Answer 2

Answer:

Let on object on moving in uniform acceleration

u= initial velocity of object

v= final velocity of object

a= uniform velocity of object

Let object reach point B other time (t)

Slope =Acceleration (a) =

time

change in velocity

​

Change in velocity AB=

v

ˉ

−

u

ˉ

time AD=t

∴ a=

t

v−u

​

, or v=u+at

solution

Explanation:

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