Question

What is the simplest form of the product?

Answer 1

just multiply the inside sqrt(30x^8y^11)

Answer 2

I'm not sure what you mean

Answer 3

\[\sqrt{30x^8y ^{11}}\]

Answer 4

I knew what it would look like but I'm not sure how you got that.

Answer 5

ummm isn't it

\[\sqrt{50\times 6 \times x^7 \times x^1 \times y^7 \times y^4}\]

which is

\[\sqrt{300x^8y^{11}}\]

which can be simplified further

\[\sqrt{100x^8y^{10}} \times \sqrt{3y}\]

Answer 6

oh sorry multiplication mistake...
my bad.
but the exponents are correct

Answer 7

Oh ok

Answer 8

\[\sqrt{300x^8y ^{11}}\] is what i meant to type.

Answer 9

so you will have

\[((10)^2x^8y^{10})^{\frac{1}{2}} \times \sqrt{3y}\]

use the power of a power law

\[(x^a)^b = x ^{a \times b} \]

to simplify the 1st part in brackets