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- Write each expression with no squares of trig functions, using the power reducing formulas.6\sin^2 5x\cos^2\left(x + \dfrac{\pi}{6}\right)\cos^2 3x\tan^2 3x, wherever \cos 3x \ne 0\sin^2 x - \cos^2\dfrac{x}{2}
- Write each expression with no power of a trig function above the first.8\cos^4\dfrac{x}{2}(\sin x + \cos x)^4
- Use a half angle formula to find the exact value of each.\sin 202.5^\circ\cos\dfrac{23\pi}{12}\tan\dfrac{9\pi}{8}\tan 292.5^\circ
- The point (119, −120) lies on the terminal side of angle x in standard position, and -π2 < x < 0.
- Write $f
- A regular polygon with n sides is inscribed in a circle of radius 1.
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Power reducing and half angle formulas: the lesson ›More Chapter 6 worksheets: Sum, difference and double angle formulas
- 6.1Cosine of a sum or difference
- 6.2Sine and tangent of a sum or difference
- 6.3Double angle formulas
- 6.4Power reducing and half angle formulas
- 6.5Product to sum and sum to product formulas
- 6.6Combining a sine and a cosine into one wave
- 6.7Solving trig equations by factoring, quadratics and identities