Question

Still not getting these rational expressions 100%...

Answer 1

\[(3y^-2+y^3)^-1\]

Answer 2

those are all powers

Answer 3

\[(3y^{-2}+y^3)^{-1}\]

Answer 4

Like that?

Answer 5

Yes. Idk how to make negative exponents..

Answer 6

After ^ this you put { and } with the negative inside too

Answer 7

\(\Huge x^{-1}=\frac{1}{x}\)

Answer 8

yes, i put it all under the denominator

Answer 9

Just use that and put the rational expression at the denominator and its solved...

Answer 10

for some reason, the numerator has a y^2 has the answer..

Answer 11

where does that come from?

Answer 12

must be a typo. :/

Answer 13

wow are you serious? stupid barrons book that would be the 2nd typo in the answer and it's only page 42..

Answer 14

non-like bases, cant add them , forgot

Answer 15

Hmm. I din't think so. @Nnesha What do you think?

Answer 16

the apparent answer is

\[\frac{ y^2 }{ 3+y^5 }\]

Answer 17

that's the first answer i got, was sure of it, only to see it's wrong..

Answer 18

\(\Huge \checkmark\)

Answer 19

\[\frac{ y^2 }{ 3+y^5 }\]