Physics, asked by agamsen1234502062006, 7 months ago

Explain Acceleration​

Answers

Answered by bhardwajparmod
1

Answer:

Acceleration is the change of velocity with respect to time .

Explanation:

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Answered by Agamsain
3

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✒ Acceleration

  • Acceleration is the rate of change of velocity with time.
  • It is defined as change of velocity of body per unit time.
  • SI unit of acceleration is m/s²
  • It is Vector Quantity.
  • Acceleration =

 \boxed{ \large{  = \frac{Change \:  in \:  velocity}{time} }}

 \boxed{  = \frac{Final  \: velocity - Initial  \: velocity }{time} }

  \boxed{ \huge{=  \frac{v - u}{t}}}

✏ There is two types of Acceleration :-

1. Uniform Acceleration

If the velocity changes in equal amounts in equal time of intervals and the object travels in a straight line than the uniform acceleration take place.

2. Non-uniform Acceleration

If the velocity changes in an equal amount in unequal intervals of time and object travels in straight line then non uniform acceleration take place.

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-: Addition Information :-

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Zero Acceleration :-

If the change in velocity is zero that is either object is at rest or moving with uniform velocity than zero acceleration will take place.

Positive Acceleration :-

  • When velocity of a body increases then positive acceleration take place.
  • i.e v > u

Negative Acceleration :-

  • when velocity of a body decreases the negative acceleration take place.
  • It is in the opposite direction of velocity.
  • i.e v < u

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Let take a simple Example question

Problem :-

A toy car accelerates from 3m/s to 5m/s in 5 s. What is its acceleration?

Answer :-

Given:- Initial Velocity u = 3m/s,

Final Velocity v = 5m/s,

Time taken t = 5s.

 \boxed{ \large \: Acceleration \:  =   \huge{ \frac{v - u}{t} }}

Now substituting the values,

  \boxed{ \huge{ = \frac{ 5 - 3}{5}}}

 \boxed{ \huge{ = \frac{ 2}{5}}}

 \boxed{ \huge{ - 0.4 \: m {s}^{ - 1} }}

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