If k+1=sec²Ø(1+sinØ)(1-sinØ)‚find the value of k.
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ashiyadav1:
yes
Answered by
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Given Equation is k + 1 = sec^2Ф(1 + sinФ)(1 - sinФ).
We know that (a + b)(a - b) = a^2 - b^2
⇒ k + 1 = sec^2Ф * (1 - sin^2Ф)
⇒ k + 1 = sec^2 Ф * cos^2Ф
⇒ k + 1 = sec^2 Ф * (1/sec^2 Ф)
⇒ k + 1 = 1
⇒ k = 1 - 1
⇒ k = 0.
Therefore, the value of k = 0.
hope this helps!
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