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sin___=7/12
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___= arcsin(7/12)
Step One: \[\sin \theta = 7/12\] Where θ just stands for the unknown angle Then we do what's below. We are taking the inverse sine (arcsin) of 7/12.This means that we are finding the angle that has the sine value of 7/12 \[\sin^{-1} (7/12) = 0.622\] So, then the value of the angle, is 62.2 degrees.
the choices are 35.69 , 30.26, 80.16, 54.31
first one is right ~35.7 try on you calculator
Yeah, its 35.68 which rounds to 35.7, dunno why google lied to me when I asked it for the arcsin :c
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@Argonnx16 google is working in radians
@UnkleRhaukus thanks :D I forgot.
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