LHS
Sin34/Sin56 + Cos 34/Cos56
= Sin(90-56)/Sin56 + Cos(90-56)/Cos56
= Cos56/Sin56 + Sin56/Cos56
= { Cos ^(2) 56 + Sin ^(2) 56 } / { Sin56 × Cos56 }
= 1 / Sin56 × Cos56
= 1 / { Sin(90 - 34) × Cos(90 - 34) }
= 1 / Cos34 × Sin 34
= Sec34 × Cosec 34
= RHS
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