Integrate the following Cos(5-3x)
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Answer:
Integral of cos(5-3x) = -1/3.sin(5-3x)
Step-by-step explanation:
Let (5 - 3x) = t
Differentiate t w.r.t x,
dt/dx = -3 => dx = -dt/3
Now,
Integral of cos(5 - 3x).dx = integral of cos(t).-dt/3
Therefore,
Integral of -1/3.cos(t).dt = -1/3sin(t)
= -1/3.sin(5-3x)
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