Question

Question below

@ganeshie8

Answer 1

Solve the triangle.

A = 32, a = 19, b = 14

Answer 2

The law of sines says:
\[\frac{\sin A}a=\frac{\sin B}b=\frac{\sin C}c\]

Answer 3

you may use the first proportion to solve angle B
\[\frac{\sin A}a=\frac{\sin B}b\]

Answer 4

sin(32)/19=sin(x)/14
sin(32)19 * 14 = sin(x)

Answer 5

do you mean

(sin(32)\(\color{red}{/}\)19) * 14 = sin(x)

Answer 6

Oh, yes :)

Answer 7

solve \(x\)

Answer 8

i see you mean \(x = B\)

Answer 9

Yep
http://www.wolframalpha.com/input/?i=%28sin%2832%29%2F19%29*14%3Dsin%28x%29

Answer 10

http://www.wolframalpha.com/input/?i=arcsin%28%28sin%2832%29%2F19%29*14%29

Answer 11

you might have to check for two triangles

Answer 12

@ziqbal103 your questions are a bit tough.. :/

Answer 13

when i tag you you don't rply me @ganeshie8

Answer 14

in my posting questions

Answer 15

Thank you for the help @ganeshie8 :)