Question

Medal for whoever answers

Answer 1

Can you solve this

Answer 2

@phi

Answer 3

when you multiply numbers with the same base, you add their exponents.

Answer 4

when it says \[gx\] does that mean both g and x have exponents of 4 or just x

Answer 5

\[gx ^{4}\]

Answer 6

xg^2/11

Answer 7

?

Answer 8

So first you need to know your orders of operations. You are given that 11sqrt(x^6gx^4x^2) which is the same as (x^6gx^4gx^2)^(1/11). Now do the parenthesis first (x^6gx^4gx^2)= (x^6gx^6). Remember root times a root is addition. So you would get (x^6gx^6)^(1/11). Overall the answer should be [(x^(6/11)gx^(6/11)]

Answer 9

how is x^6

Answer 10

wouldnt it be x^5

Answer 11

x^5 my bad didnt zoom into the problem

Answer 12

everything is the same just change it to x^5

Answer 13

oh, and can i solve that any further?

Answer 14

You could but it would look like this x^(5/11)*(1*gx^(1/11)). But it is better to keep it as it is from the first answer.

Answer 15

\[\frac{ 1 }{ x ^{-1 }}\]

Answer 16

could you solve that?