Question

(-4r^6s^15)^4

Answer 1

thank you for sharing that :)

Answer 2

ok can you help me

Answer 3

what's the question?

Answer 4

(-4r^6s^15)^15

Answer 5

so, what are you supposed to do with that?

Answer 6

power of monomials

Answer 7

$$
(X^{\alpha}Y^{\beta})^{\theta} \implies (X^{(\alpha * \theta)}Y^{(\beta*\theta)})
$$

Answer 8

ok i still dont get it

Answer 9

(-4r^{6}S^{15})^{15} \implies (-4r^{(6*15)}S^{(15*15)})

Answer 10

wooops

Answer 11

$$
(-4r^{6}S^{15})^{15} \implies (-4r^{(6*15)}S^{(15*15)})
$$

Answer 12

though originally you said you have \((-4r^{6}S^{15})^{4} \)

Answer 13

yes

Answer 14

ok, then it'd be $$
(-4r^{6}S^{15})^{4} \implies (-4r^{(6*4)}S^{(15*4)})
$$

Answer 15

just multiply those exponents, and that's your expression

Answer 16

ok did i got 23^4

Answer 17

what you got

Answer 18

\(23^4\) ?

Answer 19

how did you get that?

Answer 20

i dint wat you told me to do

Answer 21

$$
(-4r^{6}S^{15})^{4} \implies (-4r^{\boldsymbol{(6*4)}}S^{\boldsymbol{(15*4)}})
$$
the exponents, see the "*"?, those only