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Prove that (Sin (90° - θ))/Cos θ + (Tan (90° - θ))/Cot θ + (Cosec (90° - θ))/Sec θ = 3 - Mathematics

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प्रश्न

Prove that `(sin (90° - θ))/cos θ + (tan (90° - θ))/cot θ + (cosec (90° - θ))/sec θ = 3`.

योग

उत्तर

LHS = `(sin (90° - θ))/cos θ + (tan (90° - θ))/cot θ + (cosec (90° - θ))/sec θ `

= `cos θ/cos θ + cot θ/cot θ + sec θ/sec θ`

= 1 + 1 + 1 

= 3
= RHS
Hence proved.

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अध्याय 18: Trigonometry - Exercise 2

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आईसीएसई Mathematics [English] Class 10
अध्याय 18 Trigonometry
Exercise 2 | Q 28
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