Question

Answer this question ASAP

Answer 1

Not impressed with this ASAP business.

Answer 2

It's already in simplest form so D

Answer 3

that is wrong. you can't multiply exponents with different bases

Answer 4

@ArkGoLucky is absolutely right..

@girlygirl00000 note that when we have different exponents with different powers then we can't simplify them further (m talking about basic level)

\[\large{x^6y^3}\]
\[\large{x^6y^3 = \textbf{Simplified form}}\]

Answer 5

Hence we will have D) as the correct answer...

got it @girlygirl00000 ?

Answer 6

Think of it in terms in actual numbers. \[2^{6}3^{3}\] is the same as 2*2*2*2*2*2*3*3*3
which is equal to 64*27 or 1728. Now if you were change this to 2*3^9, that would change the equation to 2*3*3*3*3*3*3*3*3*3 which is 39366, a different answer from \[2^{6}3^{3}\]