Question

Solve and show steps. Solve the formula for the indicated variable.
T=3U/E , solve for U

Answer 1

The required value of U is
`U=(TE)/(3)`

Explanation:

Consider the provided equation.

`T=(3U)/(E)`

We need to solve the equation for U.

Multiply both of the side of the equation by E

`T* E=(3U)/(E)* E`

`TE=3U`

Now isolate the variable U. Dividing both the side 3.

`TE* (1)/(3)=(3U)/(3)`

`(TE)/(3)=U`

Hence, the required value of U is
`U=(TE)/(3)`

Answer 2

t = 3u / e Multiply both sides by e
t(e) = 3u Divide both sides by 3
t(e)/3 = u Switch the sides to make it easier to read
u = t(e) / 3