Question

Please help



x-4/5=6/13

Answer 1

add -4/5 to both sides

Answer 2

you should add +4/5 to the both sides

Answer 3

\(\bf x-\cfrac{4}{5}=\cfrac{6}{13}\qquad or\qquad \cfrac{x-4}{5}=\cfrac{6}{13}?\)

Answer 4

Oh, 2nd one

Answer 5

then just cross-multiply and siimplify

Answer 6

Ok, can you help me with that?

Answer 7

\(\bf \cfrac{x-4}{{\color{blue}{ 5}}}=\cfrac{6}{{\color{brown}{ 13}}}\implies {\color{brown}{ 13}}(x-4)={\color{blue}{ 5}}(6)\)

expand both sides

Answer 8

Ok, what do I do about (x-4) though?

Answer 9

distribute the 13 to it :/

Answer 10

Alright, thanks.

Answer 11

yw