Find a, b, and h so that f (x) = a sin (b (x-h))

f (x) = 5cosx+2sinx

Question

Gaige Beck

Mathematics

22 October, 01:05

Find a, b, and h so that f (x) = a sin (b (x-h))

f (x) = 5cosx+2sinx

+1

Answers (1)

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Krystal Mitchell · Answer 1

So 527/sin (48.6) = 310/sin (x)

when you find x, that would be the angle of B. and then you can find the angle C by adding angle A and B and subtracting from 180 degrees.

then you can use the law of sines again, with angle C.

Find a, b, and h so that f (x) = a sin (b (x-h))f (x) = 5cosx+2sinx

Find a, b, and h so that f (x) = a sin (b (x-h))

f (x) = 5cosx+2sinx