If tanA+sinA =p and tanA-sinA= q, prove that: p^2-q^2 = 4√(pq) | Trigonometric Values | Trigonometry

If tanA+sinA =p and tanA-sinA= q, prove that: 

p²-q² = 4√(pq) 

Answer:

This question is pretty simple. You need to put the value of p and q and solve as asked.
See the image above to visualize the answer of this question to prove the Trigonometric Values in Trigonometry of Mathematics.

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