Question

find the length of C if the measure of angle A=62 degrees, the measure of angle B=39 degrees and b=15

Answer 1

ok so b=15 and a=21.04

Answer 2

@trevor214 how did you get that? -.-

Answer 3

somebody said do 62(sin)
39(sin) and then divide

Answer 4

ummmm.... yes.
\[a = 21.0452 \]

Answer 5

yes here the q is about finding the length of side c

Answer 6

hmm seems like we need to find C (aka angle C)

Answer 7

ganeshi8 yes

Answer 8

It's length of C, so I'm assuming it's the side, @some_someone
Besides, finding angle C is almost trivial XD

Answer 9

@trevor214
Traditionally (if not as a standard), the sides of a triangle are represented by lowercase letters and their corresponding opposite angles are represented by their respective uppercase letters.

So if you need a side-length, please use lowercase letters to represent them :)

Answer 10

Unless the notation is wrong?
Because CAPITAL LETTERS are angles.
lower case letter are side lengths.

Answer 11

yeah c is a side length

Answer 12

Yes, thank you TJ :)

Answer 13

In any case, both are technically unknown anyway, so @trevor214
What's the measure of C, or this angle?

Answer 14

You need that ^ angle to compute for the length of side c, so, what's the measure of that angle?

Remember that the sum of the three interior angles of a triangle is ALWAYS 180 degrees...