If sin Q = cosQ,find 2tan²Q+sin²Q-1
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Answer:
1 + sin²Q
Step-by-step explanation:
2tan²Q+sin²Q-1
=> 2 (sin²Q/cos²Q) + sin²Q - 1
=> Since, sin Q = cosQ
Then,
=> 2( sin²Q/sin²Q) + sin²Q - 1
=> 2 + sin²Q - 1
=> 1 + sin²Q or 1 + cos²Q [sinQ=cosQ
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