Asked by Anonymous
Find the exact value of the trig expression given that sin u = -5/13 and cos v = -4/5.
u and v are in the second quadrant.
cos(v - u)
u and v are in the second quadrant.
cos(v - u)
Answers
Answered by
Steve
well, just remember that
sin = y/r
cos = x/r
sin u cannot be negative if u is in QII.
Anyway, just recall your common triangles: 5-12-13 and 3-4-5. Draw them in the proper quadrant and find the missing side.
Then just plug the numbers into your difference formula for cosine.
sin = y/r
cos = x/r
sin u cannot be negative if u is in QII.
Anyway, just recall your common triangles: 5-12-13 and 3-4-5. Draw them in the proper quadrant and find the missing side.
Then just plug the numbers into your difference formula for cosine.
Answered by
Anonymous
Thanks Steve
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