Question

question in the comments

Answer 1

i am pretty sure using law of sines it is 54.9535....

Answer 2

so if you round 55

Answer 3

54/sinA = 76/sin64 degrees

Answer 4

what do i do after that?

Answer 5

@satellite73

Answer 6

i did sinx/54 = sin76/64
then multiply both sides by 54 to get

sinx = (54sin(76))/65

then inverse sine or sin^-1 of [ (54sin(76))/64 ]

Answer 7

@jim_thompson5910 @iambatman

Answer 8

please help!

Answer 9

pleasssssseeeeeee

Answer 10

would it be 40 degrees

Answer 11

@tkhunny

Answer 12

I crossed multiplied which gave me 54/sinA=85..... sinA=.6353 ...... 39degrees

Answer 13

I'm not sure if I'm right.

Answer 14

What's the dilemma? You have the right ratio, \(\dfrac{54}{\sin(x)} = \dfrac{76}{\sin(64º)}\). Use your calculator and you'll be done in a moment.

"Cross Multiply" doesn't mean anything. Never do that.

SOLVING for \(\sin(x)\) gives \(\dfrac{54\cdot \sin(64º)}{76} = 0.63861682237\)

Answer 15

That's pretty much exactly what I did and i got 39 degrees which technically is 40

Answer 16

That will be the answer.

Answer 17

\[\sin^{-1} (.6386)=39.69\]