Question

Solve for the variable c in this equation:
a(c + b) = d

Answer 1

wouldnt it be

ac + ab = d

ac= d - ab
c= d-ab/a?

Answer 2

a(c-b)=d
distribute
ac-ab=d
add ab
ac=d+ab
divide by a
c=(d+ab)/a
distribute (multiply) by 1/a
c=(d/a)+b

Answer 3

Ypur welcome

Answer 4

you wouldnt be able to do the last step you have done

Answer 5

That's not one of the answer choices if you would give me a minute I would put them down.

Answer 6

alright

Answer 7

\[a(c+b)=d\]
\[ac+ab=d\]
\[ac=d-ab\]
\[c=\frac{ d-ab }{ a }\]

Answer 8

\[A.) C=\frac{ d-ab }{ a }\]
\[B.) C=\frac{ d+ab }{ a }\]
\[C.) C=\frac{ ab-d }{ a }\]
\[D.) C= \frac{ d-ab }{ b }\]

Answer 9

I think it's B.

Answer 10

@rydertheepic
its a(c+b)=d
not a(c-b)=d

Answer 11

A is the best answet

Answer 12

i already did that lol

Answer 13

i told you it was lol

Answer 14

scroll up to the post and i showed exactly how you do it

Answer 15

are u saying this to me @kva1992

Answer 16

nope lol

Answer 17

i was just saying i already stated that lol crazy went over my post lol

Answer 18

by any chance do you want to help me out on my question lol?