prove : (tanθ + sinθ + 1)(tanθ - secθ + 1) /tanθ = 2
Anonymous:
I suggest you check the question again.
Answers
Answered by
0
It is sec instead of sin. Now consider the numerator it can be written as [(tanA+1)+(secA)][(tanA+1)-(secA)] = (1+tanA)²-(secA)²=1+tan²A+2tanA-1-tan²A=2tanA.
Hence you have 2tanA/tanA=2.
Similar questions