Question

find the the value of centripetal force acting on a body of mass 5kg moving with the velocity of 7m/s along a direction of radius 3m?​

Answer 1

Answer:

Part of the definition for the central limit theorem states, “regardless of the variable’s distribution in the population.” This part is easy! In a population, values of a variable can follow different probability distributions. These distributions can range from normal, left skewed, right skewed, and uniform among others.

Explanation:

Answer 2

Question :-

Find the the value of centripetal force acting on a body of mass 5kg moving with the velocity of 7m/s along a direction of radius 3m?

Answer :-

Given :-

• Mass of body = 5 kg
• Velocity of body = 7m/s
• Radius of circle = 3 m

To find :-

• Centripetal force of the body

Formula :-

$\boxed{Centripetal\:Force=\frac{m v^{2}}{r}}$

Solution :-

$\rightarrow \text{Centripetal Force} = \frac{5\times{7^{2}}}{3}$

$\rightarrow \text{Centripetal Force} = \frac{5\times{7}\times{7}}{3}$

$\rightarrow \text{Centripetal Force} = \text{81.66 N} \\ \text{(Rounded off to two decimals)}$

$\therefore$ The centripetal force of the object is 81.66 N