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Express cos 75° + cot 75° in terms of angles between 0° and 30°. |
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Answer» Given, cos 75° + cot 75° Since, cos (90 – θ) = sin θ and cot (90 – θ) = tan θ cos 75° + cot 75° = cos (90 – 15)° + cot (90 – 15)° = sin 15° + tan 15° Hence, cos 75° + cot 75° can be expressed as sin 15° + tan 15°. |
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