Question

What is the measure of angle J?

Answer 1

@geerky42

Answer 2

Looks like good job for law of sines.

Answer 3

\[\Large \dfrac{\sin J}j = \dfrac{\sin L}l\]

Answer 4

j and l is side opposite of angle J and L respectively.

Answer 5

I know that, okay, so \(\Large\frac{\sin(J)}{12}=\frac{\sin(104)}{15}\)

Answer 6

yeah. Now solve for J.

Answer 7

By isolating \(\sin J\) first, then take arcsin of both sides.

Answer 8

I know you can do it :)

Answer 9

that's what I'm doing right now

Answer 10

I got 50.91

Answer 11

Same here.

Answer 12

awesome! a few more?

Answer 13

Sure