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Prove the Following Identity : (Seca - Cosa)(Seca + Cosa) = Sin 2 a + Tan 2 a - Mathematics

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प्रश्न

Prove the following identity :

(secA - cosA)(secA + cosA) = `sin^2A + tan^2A`

योग

उत्तर

LHS = (secA - cosA)(secA + cosA)

= `(sec^2A - cos^2A) = 1 + tan^2A - (1 - sin^2A)`

= `tan^2A + sin^2A` = RHS

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अध्याय 21: Trigonometric Identities - Exercise 21.1

APPEARS IN

फ्रैंक Mathematics - Part 2 [English] Class 10 ICSE
अध्याय 21 Trigonometric Identities
Exercise 21.1 | Q 2.07
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