The image above represents acceleration.

To compute for acceleration, two essential parameters are needed and these parameters are **angular velocity (ω) **and **radius (r).**

The formula for calculating acceleration:

a = ω²r

Where;

a = Acceleration

ω = Angular Velocity

r = Radius

Let’s solve an example;

Given that the angular velocity is 24 and the radius is 12. Find the acceleration?

This implies that;

ω = Angular Velocity = 24

r = Radius = 12

a = ω²r

a = 24² x 12

a = 576 x 12

a = 6912

Therefore, the **acceleration **is **6912 m/s².**

**Calculating the Angular Velocity when the Acceleration and the Time is Given.**

ω = √^{a} / _{r}

Where;

ω = Angular Velocity

a = Acceleration

r = Radius

Let’s solve an example;

Find the angular velocity when the acceleration is 50 with a radius of 2.

This implies that;

a = Acceleration = 50

r = Radius = 2

ω = √^{a} / _{r}

ω = √^{50} / _{2}

ω = √25

ω = 5

Therefore, the **angular velocity **is **5.**

Continue reading How to Calculate and Solve for Acceleration | Motion