SOLUTION: Prove that &#65532;&#65532;[sin 4theta(1-cos 2 theta)]/[cos 2theta (1-cos4theta)] = tan &#952;, for 0 < &#952; < &#65532;,(pi/2) and &#952; &#8800; (pi/4).

Algebra ->  Geometry-proofs -> SOLUTION: Prove that &#65532;&#65532;[sin 4theta(1-cos 2 theta)]/[cos 2theta (1-cos4theta)] = tan &#952;, for 0 < &#952; < &#65532;,(pi/2) and &#952; &#8800; (pi/4).      Log On


   

Question 624783: Prove that [sin 4theta(1-cos 2 theta)]/[cos 2theta (1-cos4theta)] = tan θ, for 0 < θ < ,(pi/2) and θ ≠ (pi/4).
Answer by Alan3354(69443) About Me  (Show Source):
You can put this solution on YOUR website!
Prove that [sin 4theta(1-cos 2 theta)]/[cos 2theta (1-cos4theta)] = tan θ, for 0 < θ < ,(pi/2) and θ ≠ (pi/4).
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A lot of the problem is illegible, just gibberish.