Question

Thanks for the help Bah, Shamil & Evan !

Answer 1

\[\frac{ \sqrt{2 + \sqrt{5}} }{ \sqrt{2- \sqrt{5}} }\]

Answer 2

It;s written almost like that. ^

Answer 3

wait so the √5 is inside another √ symbol?

Answer 4

√2+ √5 / √2- √5

Yes it's just like that

Answer 5

Not it's not in another simple it's just in one √.

Answer 6

would it not be negative one then?
√2/√2 = 1
√5/-√5 = -1

Answer 7

nope, this is how it there's no 1.
This how it looks like exactly

Answer 8

Oh.
hm.

Answer 9

Do you know ? I'm timed ;c and still need 3 more to do ;/

Answer 10

Are there answer choices?
You would multiply by the conjugate in this case.

Answer 11

\[\frac{\sqrt2+\sqrt5}{\sqrt2-\sqrt5}\] right? Answers are for the weak! I got this

Answer 12

There's no answer choices, it says I have to check my work. It's a workpad problem.

Answer 13

multiply top and bottom by \[\sqrt2+\sqrt5\]

Answer 14

Wouldn't it be 0?

Answer 15

yeah the conjugate.

Answer 16

Divided it comes out to 1-1

Answer 17

Can you show the work ? while I do another one ?


I checked alpha and it gave me 'complex infinity.

Answer 18

Guys stop confusing everyone. This turns into:
\[\frac{(\sqrt2+\sqrt5)^2}{(\sqrt2-\sqrt5)(\sqrt2+\sqrt5)}\]

Answer 19

\[=\frac{2+2*\sqrt2*\sqrt5+5}{2-5}\]

Answer 20

\[=\frac{2+2\sqrt{10}+5}{-3}\]

Answer 21

\[=\frac{-7-2\sqrt{10}}{3}\]

Answer 22

Wait that's the final answer ?

Answer 23

yes

Answer 24

Yeee thankk you !

Answer 25

Can you help me with one more ?

Answer 26

Bah get your butt back here !

Answer 27

Bah is lazy.

Answer 28

quit being lazy. you did it in seconds :P it's easy for you. Please

Answer 29

just post it..

Answer 30

Write this in simplest form

Answer 31

Do i have to glue you in here or some ?

Answer 32

that wont work

Answer 33

Stapler ?

Answer 34

\[a^2/4\]

Answer 35

Show me how you got it. Pleaseee (:

Answer 36

Step one:
Read the question
Step two:
Think
Step three:
Think a bit more
Step four:
Make sure the answer is right
Step five:
Type the answer.

Answer 37

Bahrom. -.- I said pleaseee. =c

Answer 38

\[(8a^{-3})^{-\frac{2}{3}}=\frac{1}{(8a^{-3})^{\frac{2}{3}}}=\frac{1}{(2a^{-1})^2}=\frac{1}{4a^{-2}}=\frac{a^2}{4}\]

Answer 39

Yay! One more.

Answer 40

@bahrom7893

Answer 41

I just wanted to irratitate you, I need no more help ;p Lol Thank you Awesome Bahh [:

Answer 42

i am very irratitated... -.-