Question

9|9 - 8x| = 2x + 3

Answer 1

do you distribute the 9?

Answer 2

\[9|9 - 8x| = 2x + 3\]
\[|9 - 8x| = \frac{2x + 3}{9} \]
\[9 - 8x = \pm (\frac{2x}{9} + \frac{3}{9} )\]
\[9 - 8x = \pm (\frac{2x}{9} + \frac{1}{3} )\]

Answer 3

if you want to avoid fractions initially, you can also solve these separately,
\(-9(9-8x)=2x+3\)
and
\(9(9-8x)=2x+3\)

Answer 4

and now yes, you distribute the 9

Answer 5

78 - 10x ?

Answer 6

you forgot to distribute 9 to 8x ??

Answer 7

......ohhh hahahaha

Answer 8

now i have 78 = 78 x ....

Answer 9

for this : 9(9−8x)=2x+3

81-72x=2x+3
78=74x
isn't it ?

Answer 10

I added it wrong haha you're right you're right. So now we divide yes?

Answer 11

yes

Answer 12

Alright got it thanks :)

Answer 13

but we need to solve this too,similarly : −9(9−8x)=2x+3
and get other value of x

Answer 14

:| lol dang it

Answer 15

its easy :)

Answer 16

will it just be the same thing but in negative ? haha

Answer 17

no, solve it from first step, to see the difference..... :P

Answer 18

84 = -70x lol yeah its a tad different haha

Answer 19

wouldn't that be -84 ??

Answer 20

Probably.... I'm the worst at negatives

Answer 21

it'll be -84
so, x= -84/-70 = ... ?

Answer 22

6 ovaaaa 5

Answer 23

woo woo

Answer 24

no wait

Answer 25

3/5 ???? im confusing myself

Answer 26

waiting

Answer 27

3/5 final answer

Answer 28

6/5 was correct :P

Answer 29

dang flabbit

Answer 30

any doubts ?

Answer 31

and the other one wasssssss
39/37

am i right here my man am i right

Answer 32

yes hun, correct! :D

Answer 33

Yeeessssss thank you!

Answer 34

welcome ^_^