Asked by josh
sin(2arccos(1/4) - arcsin (-1/2))
Answers
Answered by
Reiny
arccos(1/4) = 1.318116
2arccos(1/4) = 2(1.318116) =
sin(2arccos(1/4) = .4841229
arcsin(-1/2) = -.523599
so
sin(2arccos(1/4) - arcsin (-1/2))
= .4841229 - (-.523599) = 1.00772
2arccos(1/4) = 2(1.318116) =
sin(2arccos(1/4) = .4841229
arcsin(-1/2) = -.523599
so
sin(2arccos(1/4) - arcsin (-1/2))
= .4841229 - (-.523599) = 1.00772
Answered by
josh
thanks
Answered by
Reiny
You are welcome.
Actually there is another answer you might consider
since the sine is negative in the 3rd and 4th quadrants (I used the 4th)
arcsin(-1/2) could also have been
pi + .523599 (in the 3rd quadrant)
= 3.66519
and another value at 2pi - .523599
= 5.759587
You will have to decide depending on what domain was given.
Actually there is another answer you might consider
since the sine is negative in the 3rd and 4th quadrants (I used the 4th)
arcsin(-1/2) could also have been
pi + .523599 (in the 3rd quadrant)
= 3.66519
and another value at 2pi - .523599
= 5.759587
You will have to decide depending on what domain was given.
Answered by
josh
thanks again
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