Question

how to rewrite y=9x+2 for x

Answer 1

first you subtract 2 from both sides to get y-2=9x
then you divide both sides by 9 to get \[(y-2)/9=x\]

Answer 2

y = 9x + 2

So

9x + 2 = 9x + 2

Answer 3

Solve for x

Answer 4

Remember the first step for solving an algebraic equation is to isolate the variable

Answer 5

shadowlegendx i didnt understand nothing u just typed

Answer 6

@Mrs.Mckinney you are trying to find x, correct?

Answer 7

yes i am

Answer 8

Ok so since

y = 9x + 2

9x + 2 = 9x + 2

is a true statement

Answer 9

*equation

Answer 10

That doesn't work, 9x+2=9x+2 is equivalent to 0=0, when you are trying to solve for x, that means you are trying to get x on one side

Answer 11

@kas9987 what would you suggest then? I am running on no sleep so I'm not at my best, haha

Answer 12

ShadowLegendX so you are saying thats the answer but its not cause your trying to get x by itself

Answer 13

\[\frac{ y - 2 }{ 9 } = x \] ?

Answer 14

@ShadowLegendX I posted my answer, it's the very first one on this page

Answer 15

so kas9987 can u explain to me how to rewrite y=9x+2 for x please

Answer 16

@Mrs.Mckinney Read his answer at the top

Answer 17

first you subtract 2 from both sides to get y-2=9x
then you divide both sides by 9 to get
(y−2)/9=x

Answer 18

so kas9987 thats the correct answer??

Answer 19

\[\frac{ y - 2 }{ 9 } = x\]

Answer 20

Is that one of your answer choices @Mrs.Mckinney ???

Answer 21

no when u divide 9 from both sides what is the next step

Answer 22

That's it, you get the answer that I posted above

Answer 23

yes

Answer 24

kas9987 thats the correct answer

Answer 25

@Mrs.Mckinney yes, when you divide by 9, x is by itself on one side, so you are done, and I'm like 99% sure thats the right answer. It could also be written as \[\frac{ y }{ 9 }-\frac{ 2 }{ 9 }= x\]

Answer 26

can you rewrite the answer i dont undersatnd what u put PLEASE!!!!

Answer 27

whats the answer to df=g-10 for d

Answer 28

oh well then just use what i first wrote, and for df=g-10 you just divide by f so you have d= a fraction of g-10 on the top and f on the bottom, or\[d=\frac{ g-10 }{ f }\]