Question

How do you factor and simplify these algebraic expressions step by step? Please help!:

Answer 1

\[(x+9)^{1/4}+(x+9)^{3/4}\]

Answer 2

and

Answer 3

\[(x+7)^{-1/5}+(x+7)^{-6/5}\]

Answer 4

would it help if you imagine \[(x + 9)^{1/4} + (x+ 9)^{3/4}\]t be like \[(x+9) + (x+ 9)^3\]
since they have common denominators you can imagine it like this then just put the necessary changes later. do you know how to factor it out?

Answer 5

Honestly, from there, no, i'm not sure

Answer 6

not even \[(x+ 9) + (x+ 9)^3\]??

what about \[a + a^3\]
do you know gow to factor that out?

Answer 7

how*

Answer 8

Over the summer I have blanked on everything math.

Answer 9

you factor out \[a+ a^3\]as \[a(1 + a^2)\]
so now...do you know how to do \[(x+ 9) + (x+9)^3\]

Answer 10

\[1+(x+9)^{3}\]

Answer 11

?

Answer 12

no.

\[(x+9)[ 1 + (x+9)^2]\]

Answer 13

there should be x + 9 outside

Answer 14

now just put/4 on all the exponents of x + 9 and you're done

Answer 15

i have to go now so i hope you got it. good luck