Trigonometrymedium · Past Paper
The value of (1 + tan²θ) / (1 + cot²θ) is:
Atan²θ
Bcot²θ
Csin²θ
Dcos²θ
✓ Correct Answer: A — tan²θ
(sec²θ) / (cosec²θ) = (1/cos²θ) / (1/sin²θ) = sin²θ / cos²θ = tan²θ.
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✓ Correct Answer: A — tan²θ
(sec²θ) / (cosec²θ) = (1/cos²θ) / (1/sin²θ) = sin²θ / cos²θ = tan²θ.
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