show that sin 35=cos(90-35)
Answers
Answered by
3
LHS = sin35°
RHS = cos(90°-35°) = sin35°
LHS = RHS
( since, Cos(90-a) = Sina)
RHS = cos(90°-35°) = sin35°
LHS = RHS
( since, Cos(90-a) = Sina)
Answered by
2
there is a formula i.e.,sinA=cos[90-A]
given A=35
by putting value of A in formula ,we get
sin35=cos[90-35]
hence proved
hope this answer hepfull 2 u
given A=35
by putting value of A in formula ,we get
sin35=cos[90-35]
hence proved
hope this answer hepfull 2 u
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