sets could be the sides of a right triangle

Question

alones · Answer

{2, 3, $\sqrt{10}$}
{3, 5,$\sqrt{34}$ }
{5, 8, 12}

alones · Answer

Ghhhh help mee

satellite73 · Answer

lol

satellite73 · Answer

lets try $2,3,\sqrt{10}$

alones · Answer

Nooo don't laugh :3

yeah let's try it

satellite73 · Answer

is $$2^2+3^2=\sqrt{10}^2$$?

satellite73 · Answer

pretty clearly no, right, since you would have $$4+9=10$$

alones · Answer

Yeah and 10 is the sqaure root :3

satellite73 · Answer

want to try $$3,5,\sqrt{34}$$?

alones · Answer

Sure
Okay let see
$$3\sqrt{2}+5^2=34$$
I dont' knwo hrmm doesn't really make sence

satellite73 · Answer

where did the $3\sqrt2$ come from?

satellite73 · Answer

is $$3^2+5^2=35$$?

alones · Answer

O.m.g o_o
i think i mested up square root and exponent

satellite73 · Answer

lets go slow (not that slow)
what is $3^2$?

alones · Answer

YAAS IT'S 34!

satellite73 · Answer

bingo!~

alones · Answer

3^2 is 9

daymn that was fast<3

satellite73 · Answer

yeah and $5^2=25$ and so $$3^2+5^2=9+25=34$$

satellite73 · Answer

want to try the last one?

alones · Answer

Sure,$$5^2+8^2=89$$
o.,mg. 89?

satellite73 · Answer

yeah $25+64=89$ but $12^2=144$ so $$5^2+8^2\neq 12^2$$ i.e. not a right trianglke

satellite73 · Answer

or even a right triangle

alones · Answer

laughin my face off whaaa xD
yeah it wouldn't even look like one :3

satellite73 · Answer

clear right? you got $a, b, c$ if $a^2+b^2=c^2$ you  have a right triangle, if not , then not

satellite73 · Answer

that pythagoras was a smart guy
even if it was known a thousand years before his time

alones · Answer

Yea that cleared that up

alones · Answer

Thnaks again ;)

satellite73 · Answer

alones · Answer

LOL x'D
DAANG SATELLITE xD

alones · Answer

Btw i play jezz :3