Question

HELP ILL MEDAL AND FAN YOU !

Answer 1

What is the solution to the equation?

Answer 2

\(\normalsize\color{royalblue}{ \rm -18+4+x=9-19 }\) this?

Answer 3

\(\large\color{blue}{ -18+4+x=9-19 }\)

simplify, the left and right sides, first, can you do that?

Answer 4

yes (:

Answer 5

ok, can you simplify the right and left sides?

Answer 6

Okay, answer 2 things for me:

\(\large\color{blue}{ -18+4=? }\)
\(\large\color{blue}{ 9-19 =? }\)

Answer 7

dont you switch the signs ?

Answer 8

no, no "switching signs"
just answer 2 questions I posted just now

Answer 9

-14 & -10

Answer 10

yes, so instead of having:
\(\large\color{blue}{ -18+4+x=9-19 }\)

you now have:
\(\large\color{blue}{ -14+x=-10 }\)

Answer 11

See what I did?

Answer 12

(after this, add \(\large\color{blue}{ 14 }\) to both sides)

Answer 13

answer is: x-14 = -10
but @SolomonZelman got it

Answer 14

yes you took out the variable then you sloved both sides then you put the variable back into the equation

Answer 15

no, you are confusing something a bit overhere.... all I did is that I added/subtracted like terms on both sides:

Answer 16

\(\large\color{blue}{ -18+4+x=9-19 }\) became,

\(\large\color{blue}{ -14+x=-10 }\)

then I am adding \(\large\color{red}{ 14 }\) to both sides.

\(\large\color{blue}{ -14+x\color{red}{+14}=-10\color{red}{+14} }\)

Answer 17

can you tell me what \(\large\color{blue}{ x }\) will be equal to?

Answer 18

so the answer is 4 ?

Answer 19

yes. \(\large\color{blue}{ x=4 }\)

Answer 20

well done.... yw!

Answer 21

THANK YOU!