Question

solve for b
L=b-c/2
I need to check my answer to make sure it's correct TY!

Answer 1

is it 2L+c

Answer 2

No it is not.

Answer 3

:(

Answer 4

No it totally is 2L+c.

Answer 5

\[L = b - \frac{c}{2}\]\[L + \frac{c}{2} = b\]
That's all you need to do.
You can't clear the fraction because you have to multiply both sides by 2, which would result in \(2L + c = 2b\) which is no longer solved for b.

Answer 6

No the entire expression (b-c) is being divided by 2 I think. @mallory2023, confirm or deny?

Answer 7

you are correct oaktree ty, I second guessed myself

Answer 8

Ok. If it's L = (b-c)/2 then it is correct.
\[L = \frac{b-c}{2} \\ 2L = b -c \\ 2L + c = b\]As written above.