Question

Will post question below

Answer 1

What is \[4\sqrt{32}+ 6\sqrt{50}\] in simplified radical form?

Answer 2

Kk gimmeh a sec

Answer 3

okay

Answer 4

32= 2^5, and 50 = ??

Answer 5

\[4\sqrt{2^2*2^2*2}+6\sqrt{2*5^?}\]

Answer 6

square root 2 times square root 5 by the power of 2 right?

Answer 7

-_- My laptop died

Answer 8

\[4\sqrt{2^2}\sqrt{2^2}\sqrt{2}+6\sqrt{2*5^2}\]

Answer 9

lol its okay

Answer 10

-.- Let redcan help with this one xD

Answer 11

I lost all the work i did on google docs -_________-

Answer 12

Okay thanks anyway lucky

Answer 13

Lol welcome xD

Answer 14

Redcan you take over my internet is failing -_-

Answer 15

yep\[\sqrt{50}=\sqrt{2}\sqrt{5^2}\]

Answer 16

and 32 is \[\sqrt{2^{5}}\]

Answer 17

Yes.

Answer 18

which we can write as \[\sqrt{2^2}\sqrt{2^2}\sqrt{2}\]

Answer 19

Or \[4\sqrt{2}\]

Answer 20

Does this make sense?

Answer 21

yes

Answer 22

ok, then all we need to do is simplify the equation

Answer 23

What do we have so far?

Answer 24

We have \[4\sqrt{2} and \]\[\sqrt{2*5^{2}}\]

Answer 25

so all together \[4*4\sqrt{2}+6*\sqrt{2*5^2 }\]

Answer 26

can we simplify \[\sqrt{2}\sqrt{5^2}?\]

Answer 27

yea its 50

Answer 28

how about take the 5^2 out of the root? do you agree \[\sqrt{5^2}=5?\]

Answer 29

umm would it be 25?

Answer 30

yep, what is the square root of 25?

Answer 31

5

Answer 32

:), so the square root of 5^2 is 5.

Answer 33

Yes

Answer 34

So we can write \[4∗4\sqrt{2}+6∗5\sqrt{2}\]

Answer 35

can we simplify more?

Answer 36

right?

Answer 37

Sorry its messy

Answer 38

Yes! now let's factor out the \[\sqrt{2}\]np, totally readable

Answer 39

is it\[46\sqrt{2}\]

Answer 40

\[(16+30)\sqrt{2}\]

Answer 41

So your right \[46\sqrt{2}\]

Answer 42

Thank you!!

Answer 43

:). np