Question

Help please did I get it? http://prntscr.com/ab9oal will medal!

Answer 1

it looks correct to me

Answer 2

Ok

Answer 3

Your answer is incorrect....

\(\huge{4(4x+2y+x-y)}\) We combine like terms...

\(\huge\color{orange}{4(5x+y)}\) So this is one way....To get another we would simplify..... So we distribute \(\large{4}\)....

\(\huge\color{purple}{(4 \times 5x)+(4 \times y)}\)
\(\huge{ ~~~~\downarrow~~~~ ~~~~~~~~~~\downarrow}\)
\(\huge\color{red}{~~~~~~~~20x+4y}\)

Do you understand my process?

Answer 4

Yes thanks can you help with one more? @563blackghost

Answer 5

Sure ^^

Answer 6

Ok http://prntscr.com/abadcj

Answer 7

So is A your answer?

Answer 8

If so your answer is incorrect...

\(\huge{\frac {1}{3} x^{2} + 5.2y}\) So we know that \(\Large{x=3}\) and \(\Large{y=2}\) so we input...

\(\Huge\frac{1}{3}{\color{red}{3}^{2}}+5.2{(\color{red}{2})}\)

So simplify...

\(\Huge\frac{1}{3}{\color{red}{9}+{\color{red}{10.4}}}\) Simplify some more...

\(\Huge\color{red}{3+10.4}\) So what is your answer??

Answer 9

@Ebayminer126

Answer 10

13.4 @563blackghost

Answer 11

Correct ^^