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Principal argument of (tan1-i)^2 is 1)π 2)2-π 3)π-2 4)π+2

Principal argument of (tan1-i)^2 is
1)π 
2)2-π
3)π-2
4)π+2 

Grade:9

2 Answers

Anish Singhal
askIITians Faculty 1192 Points
5 years ago
If you simplify this prinicipal argument is tan^-1(tan2) (2 radians=115 degress(approx))
hence prinicipal argument will be (pi-2) refer to the graph of tan^-1tanx.
saksham
13 Points
4 years ago
after solving for pricipal argument,you will get tan-1tan2......since question is positive(square),therefore answer will be 2-π

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