Question

Lost.

Answer 1

And found.

Answer 2

ewmath im out

Answer 3

@Nnesha @satellite73

Answer 4

lol @NightCrawlers_

Answer 5

lol

Answer 6

bruh

Answer 7

what are you looking for ?

Answer 8

trig ? o.O

Answer 9

Side length .-.

Answer 10

oh i see
\[\tan(49)=\frac{14}{x}\]

Answer 11

@Nnesha i dunno what this is my teacher said try it out ima minion -.-

Answer 12

\[\rm sin \rm \theta = \frac{ opposite }{ hypotenuse }~~~~ \cos \theta = \frac{ adjacent }{ hypotenuse } ~~\tan \theta = \frac{ opposite }{ adjacent }\]

Answer 13

so \[x=\frac{14}{\tan(49)}\] and a calculator

Answer 14

O_o

Answer 15

i'm horrible at math...lol

Answer 16

wht the heck is tan??

Answer 17

familiar with sin ,cos ,tan ratioS ?

Answer 18

nope .-.

Answer 19

@chosenmatt preech it. no one needs math anyways

Answer 20

you can't do with without trig

Answer 21

lol

Answer 22

with? without trig?

Answer 23

i am looking at the one in the blue box
is that the one you need help with?

Answer 24

Ye

Answer 25

i have an idea.
stop. drop. and then cheese.

Answer 26

oh i got this!!! (not really)

Answer 27

:3 <----Cheese.

Answer 28

i'll be suprise af if i get this right tho lol

Answer 29

Now help ._. ;~; i need to get this done!

Answer 30

lot of chatter here

Answer 31

i didnt notice.

Answer 32

ok has a x on it so we don't have to do it...problem solved...xD lol

Answer 33

-_-

Answer 34

tangent is a function
as a functions of angles in a right triangle it is the length of the "opposite side" divided by the length of the "adjacent" side

Answer 35

Got it.

Answer 36

given is opposite side which is 14 and you have to solve for x which is adjacent of 49 degree
aand tangent = opposite over adjacent