Question

can we simplify 3(x+1)^2+4(x+1)^3
further

Answer 1

can this be 12(x+1)^5

Answer 2

May I help?

Answer 3

Yes please

Answer 4

Thank you.

Answer 5

Your expression is
\[3(x+1)^2+4(x+1)^2\]
Is that right?

Answer 6

yes.

Answer 7

ok

\[3x+4x=??\]
\[7xy+8xy=??\]
\[2x^2+6x^2=???\]

Answer 8

7x
15 xy
8x^2

Answer 9

Great!

Answer 10

Take (x+1) as a common factor, what you get?

Answer 11

7(x+1)^5

Answer 12

?

Answer 13

I mean
\[(x+1)^2[(3+4(x+1)]=(x+1)^2[3+4x+4]=(x+1)^2[4x+7]\]
Is it clear now?

Answer 14

kind of. i dont know why you did it that way.

Answer 15

in order to simplify the parentheses and make it simpler

Answer 16

Thank you for the medal!

Answer 17

ah okay.

Answer 18

Any more questions?

Answer 19

thank yoi so much for the help.

Answer 20

Thank you for learning!!

Any Help... Anytime.