Question

(x+3)/(9x)=3
solve.

Answer 1

\[\frac{ (x+3) }{ (9x) } = 3\]

Answer 2

what do you think the first step should be?

Answer 3

get the 3 over to the other side.

Answer 4

okay see that 9x term?

Answer 5

the first thing we can do is to multiply both sides by 9x to eliminate the 9x in the denominator.

\[ 9x*\frac{ (x+3) }{ (9x) } = 3*9x\]

\[(x+3) = 27x\]

make sense?

Answer 6

okay so then you subtract 1x from 27x then divide?

Answer 7

Yes.

Answer 8

1/9=x?

Answer 9

@Britbrat1997 show each step :)

(x+3) = 27x
-x -x

now what do we do?

3 = 26x

Answer 10

3/26
x=3/26 or .1153

Answer 11

you can keep it in a fraction

Answer 12

okay thank you.

Answer 13

most important. do you get how I did this?

Answer 14

yeah I do now

Answer 15

Try this problem and show me the answer

\[\frac{ x+2 }{ 12 } = 8x\]

Answer 16

@Britbrat1997

Answer 17

do you mind if i choose one from my homework, so i can kill 2 birds one stone?

Answer 18

go right ahead

Answer 19

(x+4)/(7)=10
*7 *7
(x+4)=70
-4 -4
x=66

Answer 20

nice work @britbrat1997