For a body travelling in a straight line with uniform acceleration, write the three equations of motion. Hence write what does u,v,t,a,s in the equation denote?
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Explanation:
The equations of motions for a body travelling in straight line are:
- v = u+at
- s = ut + 1/2 at^2 ( ^2 denotes the square of the number)
- v^2 = u^2 + 2as
- Sn = ut + a/2 × ( 2n - 1)
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For body travelling in a straight line with uniform acceleration, the three equations of motion
- v = u+at
- s = ut + 1/2 at²
- v² = u² + 2aS,
Explanation:
- if a body is moving in a straight line with uniform acceleration then there is a constant rise in the velocity of the object. there are three questions which are derived.
- In this equation
- v signifies the final velocity of the the particle.
- u denotes the initial velocity of the the object.
- t is the time taken for the body to reach initial velocity and final velocity.
- S is the total path covered by the body.
- a is the acceleration of the body
to know more about A body moving with uniform acceleration
A body moving with uniform acceleration travels a distance of sn ..
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