Question

Did i do this right?

Answer 1

\[x ^{5}y ^{0}z ^{-5}\] and i got 1/\[x ^{5}\]

Answer 2

no the exponent on the \(x\) term is positive, so it stays in the numerator

Answer 3

it is the \(z\) that goes in the denominator

Answer 4

only move the terms with negative exponents

Answer 5

so the ones with negative u always move it to the denominator?

Answer 6

if they are in the numerator, move them to the denominator and make the exponents positive yes

Answer 7

for example
\[a^2b^{-3}c^{-2}
=\frac{a^2}{b^3c^2}\]

Answer 8

so if the negative is in the denominator u move it the numerator?

Answer 9

waitwait nvm haha

Answer 10

so its x^5 / z^5?

Answer 11

yes

Answer 12

and yes to your other question
if it is negative in the denominator you move it to the numerator and make it positive
that is correct

Answer 13

\[\huge \frac{1}{z^a} = z^{-a}\]

Answer 14

\[z^a = \frac{1}{z^{-a}}\]

Answer 15

\[\huge \frac{1}{z^a} = z^{-a} \qquad Or \qquad z^a = \frac{1}{z^{-a}}\]