Math  /  Trigonometry

Question1. Factor the lollowing a) 4sin2θcos2θ4 \sin ^{2} \theta-\cos ^{2} \theta

Studdy Solution
Now we can factor out the common term:
45cos2θ=(5cos2θ4)4 - 5\cos^2 \theta = -(5\cos^2 \theta - 4)
Factor out -1:
(5cos2θ4)=1(5cos2θ4)-(5\cos^2 \theta - 4) = -1(5\cos^2 \theta - 4)
The final factored form is:
1(5cos2θ4)\boxed{-1(5\cos^2 \theta - 4)}

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