SOLUTION: I need to find b in the following equation a = b plus c over d, subtract e a=\frac{b+c}{d}-e {{{a=(b+c)/d-e}}} i just need to find what the equation would look like if it

Algebra ->  Functions -> SOLUTION: I need to find b in the following equation a = b plus c over d, subtract e a=\frac{b+c}{d}-e {{{a=(b+c)/d-e}}} i just need to find what the equation would look like if it      Log On


   

Question 708154: I need to find b in the following equation
a = b plus c over d, subtract e

a=\frac{b+c}{d}-e
a=%28b%2Bc%29%2Fd-e
i just need to find what the equation would look like if it was b= not a=
thanks
Answer by josgarithmetic(39618) About Me  (Show Source):
You can put this solution on YOUR website!
a=%28b%2Bc%29%2Fd-e

Just reverse everything that was done to b. Start from the outside and work inward.

The Steps:
Add +e to both sides.
Multiply d on both sides.
Add -c to both sides.

Compute or simplify where possible and you now have the equation solved for b.