Find tan(π/4+A) in terms of TanA
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Answered by
29
as we know that tan (45+theta)= tan 45 + tan x/1-tan45*tan A
so tan 45= 1
we get = 1 + tan A/ 1 - tan A
so tan 45= 1
we get = 1 + tan A/ 1 - tan A
Answered by
7
Step-by-step explanation:
tan(45+A)
tan45+tanA/1-tan45.tanA
=1+tanA/1-tanA
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