Question

Please help me with Missing lengths in trigonometry!!! :(

Answer 1

22 and 24 please or mayb if you teacher me 22 i can do 24 by myself

Answer 2

@luvalpaca i know you are there

Answer 3

oh gosh lil momma wish i could help im not a mathie imma player LOL jk

Answer 4

Lol i need a mathie dude im not interested in anything else

Answer 5

Dude tryna get girls on a homework site lol. Go outside.

Answer 6

hmm

Answer 7

Ikr ^ and the guys that messaged me i didnt even reply

Answer 8

Some1 help meee and dont give up on me even tho you lose your patience

Answer 9

Ok, for 22, it gives us plenty to figure out the remaning 2 sides

Answer 10

Do you remember what the sin of an angle is, in terms of its sides?

Answer 11

sin is opp/hyp

Answer 12

http://openstudy.com/updates/5324c8b6e4b0ba8d4c40e139 <--- did you ever get the value for \(\square\quad ?\)

Answer 13

That should help with 30/60/90 triangle.

Answer 14

nope i was confused my that too @jdoe0001

Answer 15

hmm well.. \(\bf \square \sqrt{3}={\color{blue}{ 9}} = ? \)

Answer 16

Alright good. So it gives us angle 60 degrees. sin(60) = opposite/hypotenuse. They gave us the "opposite" side, so we just solve for hypotenuse. hypotenuse = 9/sin(60).
And you can figure out the sin of 60 degrees by the special triangles jdoe has above.

Answer 17

\(\bf \square \sqrt{3}={\color{blue}{ 9}}\implies \square =\cfrac{{\color{blue}{ 9}}}{\sqrt{3}}
\\ \quad \\
simplified\implies \cfrac{9}{\sqrt{3}}\cdot \cfrac{\sqrt{3}}{\sqrt{3}}\implies \cfrac{9\sqrt{3}}{\sqrt{3^2}}\implies

\cfrac{\cancel{9}\sqrt{3}}{\cancel{3}}\implies 3\sqrt{3}\)

Answer 18

really? i wouldnt cheat on my gf dude ur not cool

Answer 19

neither would i cheat on my bf

Answer 20

...

Answer 21

i said i was kidding she new that too

Answer 22

so you see what \(\square\) is ?

so use that for the other sides in the triangle, as shown by zepdrix

Answer 23

wait so 3sqrt3 isnt supposed to become a whole number or something?