If cos (a +) = 0, then sin (a -B) can be reduced to
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Complete step-by-step answer:
It is given that
cos(α+β)=0cos(α+β)=0
.
Now, we know that the value of
cos90∘=0cos90∘=0
Hence, substituting the value of 0 in the RHS of
cos(α+β)=0cos(α+β)=0
, we get
⇒cos(α+β)=cos90∘⇒cos(α+β)=cos90∘
Cancelling cos function from both sides, we get
⇒(α+β)=90∘⇒(α+β)=90∘
Subtracting
ββ
from both sides, we get
α=
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