Question

Simplify when it is possible.

10x^2 -y + x^2 =

Answer 1

\[10x^2 -y + x^2 = \]

Answer 2

DO you have any like terms?

Answer 3

\[x^2\]

Answer 4

yup so just combine those

Answer 5

take all x terms on one side.. and all x terms on another.. u r done.. and 10+1=11

Answer 6

x^4

Answer 7

so its 11??

Answer 8

no, you don't have to multiply notice, that the terms are just like your 4ab and 3ab from last time

Answer 9

ok x^2 will cancel your left with 10+y right so its 10y....???

Answer 10

only this time we have \(10x^2\) and \((1)x^2\)

Answer 11

no, ignore what that other guy said

Answer 12

so its 11Y

Answer 13

im so confused

Answer 14

no, you cannot combine x and y. They are different variables

Answer 15

okay
im asking what is the final answer

Answer 16

I'm making you figure it out. what is 3b+4b=?

Answer 17

7b^2

Answer 18

no, you don't multiply the variable. just think if i had 3b+4b that is the same as (b+b+b)+(b+b+b+b)=?

Answer 19

so then it just 7b

Answer 20

omg im so confused

Answer 21

yup, now for ours we have 10x^2 that is the same as \([x^2+x^2+x^2+x^2+x^2+x^2+x^2+x^2+x^2+x^2]+[x^2]=?\)

Answer 22

ty i got it now

Answer 23

ok, thanks for working through it