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Prove that: 3 cosec2 60°  - 2 cot2 30°  + sec2 45°  = 0

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Question

Prove that:

3 cosec2 60°  - 2 cot2 30°  + sec2 45°  = 0

Sum
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Solution

LHS =3 cosec260° – 2 cot230° + sec245°

=`3(2/sqrt3)^2 – 2(sqrt3)^2 + (sqrt2)^2`

= `3xx4/3-2xx3+2`

= 4 – 6 + 2

= 0

= RHS

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Chapter 21: Trigonometrical Ratios [Sine, Consine, Tangent of an Angle and their Reciprocals] - EXERCISE 21 (C) [Page 322]

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Selina Concise Mathematics [English] Class 9 ICSE
Chapter 21 Trigonometrical Ratios [Sine, Consine, Tangent of an Angle and their Reciprocals]
EXERCISE 21 (C) | Q 4. (vi) | Page 322
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