Find the value of cot 15° Trigonometry-Maths-Class-10
![The value of the expression [cosec(75^ ∘ + theta) - sec(15^ ∘ - theta) - tan(55^ ∘ + theta) + cot(35^ ∘ - theta)] is](https://d2rrqu68q7r435.cloudfront.net/images/3643414/1bbcd4e6-88c9-4eb4-b22a-4d3c07e40fc9.jpg "The value of the expression [cosec(75^ ∘ + theta) - sec(15^ ∘ - theta) - tan(55^ ∘ + theta) + cot(35^ ∘ - theta)] is")
The value of the expression [cosec(75^ ∘ + theta) - sec(15^ ∘ - theta) - tan(55^ ∘ + theta) + cot(35^ ∘ - theta)] is
Prove that (i) sin 75° = (√6 + √2)/4 (ii) cos135° - cos120°/cos135° + cos120° = (3 - 2√2) (iii) tan 15° + cot 15° = 4 - Sarthaks eConnect | Largest Online Education Community
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