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11-07-2020
Mathematics

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11-07-2020

Answer:

Step-by-step explanation:

We must prove that : sin²∝ + sin²∝ × tan²∝ = tan²∝
sin²∝+ sin²∝× tan²∝ = sin²∝(1+tan²∝)
1+ tan²∝= 1/cos²∝
So: sin²∝(1+tan²∝)= sin²∝/cos²∝ =tan²∝

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