Question

sqrt

Answer 1

\[2\sqrt{11}*8\sqrt{22}\]

Answer 2

You multiply whatever is the inside with the inside, the outside with the outside. Then you look for if whether you can simplify the inside.

Answer 3

ok so

Answer 4

Start with the first instruction, what do you get when you multiply \(\sqrt{11} \times \sqrt{22}\)?

Answer 5

like 15

Answer 6

\(11 \times 22 = 15\)?

Answer 7

no 242

Answer 8

Great! Now Multiply the whole numbers and put it together.

Answer 9

huh? 16

Answer 10

Now, but them together...

Answer 11

multiply them?

Answer 12

wait is it 15sqrt

Answer 13

No, put them together - side by side.

Answer 14

16sqrt 242

Answer 15

\(16\sqrt{242}\)

Answer 16

Now, what are the factors of 242?

Answer 17

It shouldn't be hard, you multiplied \(11 \times 22\) to get it.

Answer 18

1, 2, 11, 22, 121, and 242.

Answer 19

I meant prime factorization, sorry.
\(11\times 11\times 2\)

Answer 20

ok?

Answer 21

Take out a perfect square.

Answer 22

\(16\times 11\sqrt{2}\)

Answer 23

176

Answer 24

Multiply your integers together. Then you will have your answer.

Answer 25

Now put it together.

Answer 26

got it. what is
\[\sqrt{3}*\]

Answer 27

\(176\sqrt{2}\)

Answer 28

\[\sqrt{3}*\sqrt{5}\]

Answer 29

next question

Answer 30

Use the same approach. If there is a perfect square factor, pull it out and take the square root.

Answer 31

is it \[\sqrt{1}\]

Answer 32

15

Answer 33

Close, try again..

Answer 34

\[5\sqrt{3}\]

Answer 35

Look at it this way....
\(\sqrt{10} \times \sqrt{2}\)
\(10 \times 2 = 20\) so...
\(\sqrt{10} \times \sqrt{2} = \sqrt{20}\)
Use this information to apply to your question.

Answer 36

\[\sqrt{8}\]

Answer 37

How did you get that?