Question

what is the product of sqrt 2 (6b sqrt 16 -2b)

Answer 1

no this. @Hero

Answer 2

\[\sqrt{2}(6b \sqrt{16} - 2b)\]

Answer 3

Okay, so distribute the \(\sqrt{2}\)

Answer 4

Actually, it would probably be much easier for you to reduce \(\sqrt{16}\)

Answer 5

First, before doing anything else, just reduce \(\sqrt{16}\)

Answer 6

Actually, I'll just post the steps I came up with

Answer 7

\[\sqrt{2}(6b \sqrt{16} - 2b)\]

Reduce \(\sqrt{16} = 4\) to get:
\[\sqrt{2}(6b \dot\ 4 - 2b)\]

Multiply 6 x 4 to get 24:
\[\sqrt{2}(24b - 2b)\]

Subtract 24b - 2b to get 22b:
\[\sqrt{2}(22b)\]

Answer 8

And you can re-write that as \(22b\sqrt{2}\)

Answer 9

Which is one of your answer choices

Answer 10

thanks so muchhh @hero