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If sin 17°Cos17°=p,determine the following in terms of p

User Frodosamoa
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We can use the identity sin(2θ) = 2sin(θ)cos(θ) to simplify sin 17°cos 17° as follows:

sin 17°cos 17° = (1/2)sin(2(17°)) = (1/2)sin 34°

Therefore, we can express sin 17°cos 17° in terms of p as:

sin 17°cos 17° = (1/2)sin 34° = (1/2)p

So the value of sin 17°cos 17° in terms of p is (1/2)p.

User Zdravko Kolev
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