1/sin20 + √3/cos20 = 4cot40
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solution;
LHS
= ( √3 / sin 20° ) - ( 1 / cos 20° )
= 2 [ (√3/2) / sin 20° ] - [ (1/2) / cos 20° ]
= 2 [ ( sin 60° / sin 20° ) - ( cos 60° / cos 20° ) ]
= 2 sin ( 60° - 20° ) / ( sin 20° cos 20° )
= 2 sin ( 2 · 20° ) / ( sin 20° cos 20° )
= 2 ( 2 sin 20° cos 20° ) / ( sin 20° cos 20° )
= 4
= RHS
Proved.
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