if A = 30°, show that: 1 - cosA/sin² = tanA
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Answer:
To prove : secA1+secA=1−cosAsec12A
LHS secA1+secA=cosA11+cosA1
=cosA1cosAcosA+1
=cosAcosA+1×1cosA
=1+cosA
=1+cosA×1−cosA1−cosA
=1−cosA(1)2−(cosA)2
=1−cosA1−cos2A
=1−cosAsin
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