Question

(m/s)^2 = 62 kg/480N. How do you find the acceleration?

Answer 1

To find the acceleration (a), use the formula
`\(a = (F)/(m)\)`, where (F) is the force (480 N) and (m) is the mass (62 kg).

Answer:
`\(a = (62 \ m/s^2)/(480 \ N)\).`

Step-by-step explanation:

Acceleration is determined by Newton's second law, which states that
`\(a = (F)/(m)\)`. In the given formula
`\( (m/s)^2 = (62 \ kg)/(480 \ N) \)`, we can rearrange it to solve for acceleration:

`\[ a = (62 \ m/s^2)/(480 \ N) \]`

This expression provides the value of acceleration. The unit for acceleration is meters per second squared
`(\(m/s^2\))`, indicating the change in velocity per unit time under the influence of the applied force.

In the context of this problem, the acceleration is determined by the given force (480 N) and mass (62 kg). The resulting calculation yields the specific acceleration experienced by an object subjected to the provided force. Understanding and calculating acceleration are fundamental in physics for analyzing the dynamics of objects in motion and their response to external forces.

Complete Question:

Given the formula
`\( (m/s)^2 = (62 \ kg)/(480 \ N) \)`, how do you find the acceleration (a)? Provide the necessary steps and calculations.