1+tanx.tany/1-tanx.tany=cos(x-y).cos(x+y)
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Answer:
correction RHS= cos(x-y) / cos(x+y)
Step-by-step explanation:
(1+tanxtany) / (1-tanxtany)= cos(x-y)/cos(x+y)
LHS
( 1+ sinxsiny/cosxcosy) / ( 1-sinxsiny/cosxcosy)
(cosxcosy+sinxsiny) / (cosxcosy)
= --------------------------------------------------
( cosxcosy-sinxsiny) / ( cosxcosy)
cosxcosy+sinxsiny
= ------------------------------
cosxcosy- sinxsiny
= cos(x-y) / cos(x+y)
= RHS
proved
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