Question

The solution to the equation is?

Answer 1

@dude I MESSED UP

Answer 2

What happened?

Answer 3

\[\frac{ 4x }{ 3 } = 2(x+9)\]

-54
-27
-6.75
-4.5
27

Answer 4

Not a single one fit in... they were all wrong when I worked them out.

Answer 5

Want me to post all my work?

Answer 6

Hmm well lets solve this algebraically
\(\large {\frac{4x}{3}}=2(x+9)\)
Lets distribute the 2

Answer 7

Right
\(\large {\frac{4x}{3}}=2(x+9)\)
\(\large \frac{4x}{3}=2x+18\)
To get rid of the fraction, we can multiply both sides of the equation by 3

Answer 8

Right
\(4x=6x+54\)
Now we want to get x on one side of the equation

Answer 9

Yes amd now lets divide by -2 on both sides =P

Answer 10

There is your answer

Answer 11

:0

Answer 12

I’m dumb...

Answer 13

To check
\(\large \frac{ 4x }{ 3 } = 2(x+9)\\
\large \frac{ 4\cdot-27 }{ 3 } = 2(-27+9)\\
\large \frac{-108}{3}=2(-18)\\
\large\frac{-108}{3}=-36\\
-36=-36\)

Answer 14

Thank you!

Answer 15

14 more :/

Answer 16

Lets get to them :P and no prob!