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If α + β = π/4 , then find value of (1 + tan α) (1 + tan β)

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If \( A-B=\frac{\pi}{4} \), then \( (1+\tan A)(1-\tan B)= \)

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If y= (1+ tan A) (1- tan B) where A-B =pi/4, then the value of (y+1) ^(y+1) is- | 12 | MCQ's | ...

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If y=(1+tan A)(1-tan B),here A-B=π/4, then (y+1)^y+1 is equal to (1) 9 (2) 4 (3) 27

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If y=(1+tan A)(1-tan B) and; A-B=π/4 than what is the value of (y+1)^y+1

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Two angles A, B; if A+B=π|4, find the value of (1+tanA) (1+tanB)#shortfeed#foryou#mathematics#wbchse