Question

Help plzzzZzZ!!

Answer 1

question?

Answer 2

Question plzzzzZzZ!!

Answer 3

Simplify the following radical expression:
\[4\sqrt{32}\]

Answer 4

it would be better if some1 could expain me the whole process...
Thanks

Answer 5

4 * 32 Squared?

Answer 6

well let's see the four would change to 2 and the 32 would be 16 because

Answer 7

Simplify radicals.
\(\sqrt{32} = \sqrt{2^5} = 2^2 \sqrt2\):
\(4×2^2 \sqrt2\)
Evaluate \(2^2.\)
\(2^2 = 4:\)
\(4×4 \sqrt 2\)
Multiply 4 and 4 together.
\(4×4 = 16:\)

Answer 8

^ what they said.

Answer 9

@XVasHappeninZen Numbers don't just "change". You need to explain how to get that.

Answer 10

first we know that we multiply so 32 equals √2x4

Answer 11

Next you get √2x4x4

Answer 12

here is my question
is it
\[\huge 4\sqrt{32}\] or is it
\[\huge \sqrt[4]{32}\] makes a huge difference

Answer 13

so it is √2x16

Answer 14

Hope you understand

Answer 15

the second one @satellite73

Answer 16

the boxes are the squared sign

Answer 17

its \[^4\sqrt{32}\]

Answer 18

I wish you would have told us that earlier..

Answer 19

i just answered -_-

Answer 20

My book says the answer is \[2^4\sqrt{2}\]

Answer 21

lol
then since
\[2^4=16\] and
\[32=16\times 2\] you have
\[\sqrt[4]{32}=\sqrt[4]{16\times 2}=\sqrt[4]{16}\sqrt[4]{2}=2\sqrt[4]{2}\]

Answer 22

yes you book answer is right

Answer 23

it means two times the fourth root of two