Question

cx over d+f=b

Answer 1

\[\frac{cx}{d+f}=b\] right?

Answer 2

\[\frac{ cx }{ d+f }=b\]

Answer 3

Yes

Answer 4

and what is the question?

Answer 5

How to solve it

Answer 6

solve for \(x\) ?

Answer 7

No solve for b

Answer 8

\(b\) is already solved for as it is by itself on one side of the equal sign

Answer 9

b is already solved for haha

Answer 10

So how do I answer

Answer 11

I don't understand what you're asking?

Are you solving for x because b is already solved for...?

Answer 12

Sorry yes solve for x

Answer 13

\[x=b(d+f)/c\]

Answer 14

Don't let letters scare you.

Answer 15

Ok so that's the answer but how do come up with answer?

Answer 16

It's the same algebra as it would be with numbers.

Answer 17

Please show how to work it

Answer 18

\[\frac{ cx }{ d+f}=b\]

\[cx = b(d+f)\] because you multiply each side to cancel d+f on the left.

\[x=\frac{ b(d+f) }{ c }\] divide by c because you want to get rid of it from the left side.

Answer 19

Thanks now x^2+y^2=16
Solve

Answer 20

Hepl