Cos²theta multipled into tan²theta=sin²theta
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Answer:
cos²Θ×tan²Θ=sin²Θ
Step-by-step explanation:
proof =
⇒ cos²Θ×sin²Θ/cos²Θ=sin²Θ [as,tan²Θ=sin²Θ/cos²Θ]
⇒ sin²Θ=sin²Θ
⇒L.H.S.=R.H.S.
hence proved.
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