some short and selected math problems of different levels in random order I try to keep the ans simple
Sunday, May 25, 2014
Q2014/049) prove that ( sin 120/sin 40) = 1+ ( sin 20)/ sin 100)
we have RHS
= ( sin 100 + sin 20)/ sin 100
= ( 2 sin 60 cos 40)/ sin 80
= ( 2 sin 60 cos 40)/( 2 sin 40 cos 40)
= sin 60/ sin 40
= ( sin 120)/ sin 40
proved
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