Find the value off the following:
(sin 72° + cos 18°)( sin 72° - cos 18°)
(sin 72° + cos 18°)( sin 72° - cos 18°)
Using the identity , (a-b)(a+b) = a2 – b2
= (sin 72°)2 - (cos 18°)2
= {cos(90° - 72°)}2 - (cos 18°)2 [∵ Sin θ = cos (90° - θ)]
=(cos 18°)2 - (cos 18°)2
= 0
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