Question

2^(5/2)-2^(3/2)

Answer 1

Do you have any idea how to solve it?

Answer 2

I dont

Answer 3

Im completely lost.

Answer 4

You can do the following:

2* Sqrt[2]+2S*qrt(2)

Answer 5

i might have an idea
...

Answer 6

sorry:
=4*sqrt(2)+2*sqrt(2)
=6*sqrt(2)

Answer 7

That is the answer

Answer 8

\[\sqrt{2^{5^{}}}-\sqrt{2^{3}}= 2^{5/2}-2^{3/2}\]

Answer 9

right?

Answer 10

...and that = \[2\sqrt{2^{3}}-\sqrt{2^{3}}\]

Answer 11

....

Answer 12

The answer is 2^(3/2)

Answer 13

...
and continue

Answer 14

continue what?

Answer 15

that equals \[\sqrt{2^{3}}\]

Answer 16

which equals
...

Answer 17

=4*sqrt(2)+2*sqrt(2) =6*sqrt(2)
if sqrt(2)=2^(1/2), we have that:
6*sqrt(2)=6^(1/1)*(2^(1/2))
=(6*2)^(1+1/2)
=12^3/2

Answer 18

THat is what i got

Answer 19

how the hell did u get that from the equation we stared with....just asking lol

Answer 20

\[\sqrt{2^{3}}=2\sqrt{2}\] or \[\sqrt{8}=2\sqrt{2}\] right?

Answer 21

sqrt(any_number)<=>(any_number)^(1/2)

Answer 22

yes

Answer 23

\[x ^{1/2}=\sqrt{x}\]

Answer 24

sqrt(8)=sqrt(2*4)
if 4=2^2 then you can get sqrt(4)=2
so sqrt(8)=2*sqrt(2)
You are right Terra B

Can you teache me how to write down the sqrt symbol please

Answer 25

press the equation button below the place you type here. it's to the bottom left

Answer 26

then a box with symbols pops up

Answer 27

\[\sqrt{x}+3\]

Answer 28

yeah

Answer 29

I got it! Thanks guys. Now it is gonna be more fun besides openstudy. Thanks Im gonna become your fan

Answer 30

sweet i hope your work goes well

Answer 31

Thanks, but Im a student yet

Answer 32

hey he just wants to get ur pants
peace out guys;)

Answer 33

:)

Answer 34

Ok time to move on. See you guys,

Answer 35

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