Question

M/np^2=k solve for n

Answer 1

The solution of the equation for n is
`n=(m)/(kp^(2))`

Explanation:

* Lets explain how to solve an equation for one of its variables

- We need to solve the equation
`(m)/(np^(2))=k` for n

- To do that we must separate n in one side and all the other in the

second side

- Remember: opposite of multiplication is division and opposite of

division is multiplication

∵
`(m)/(np^(2))=k`

∵ n is in the denominator

- We need to take n up then multiply both sides by n

∴
`(m)/(p^(2))=kn`

- We need to take k to the other side then divide both sides by k

∴
`(m)/(kp^(2))=n`

∴
`n=(m)/(kp^(2))`

* The solution of the equation for n is
`n=(m)/(kp^(2))`