tan 30+ tan 60÷1- tan 30 tan 60
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1
tan(A+B)=tan(A)+tan(B)/1-tan(A)tan(B)
A=30. B=60
then
tan (30+60)
tan(90)
infinity
A=30. B=60
then
tan (30+60)
tan(90)
infinity
Answered by
1
⇒(tan 30 +tan 60)/(1 - tan 30 tan 60)
=tan (30 +60) (∵ tan (a+b) = (tan a +tan b)/(1 - tan a tan b) where a=30, b=60)
=tan 90
=1/0 = ∞ = not defined
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