Home
>
Math
>
Inverse Trigonometric Function
Inverse Trigonometric Function
Hard
Question
The principal value of sin
-1
+ tan
-1
(1) + cos
-1
cos
is -
Options
A.
B.
−
C.
D.
Solution
-
Create a free account to view solution
View Solution Free
Topic:
Inverse Trigonometric Function
·
Practice all Inverse Trigonometric Function questions
More Inverse Trigonometric Function Questions
If 3 cos-1(x2 − 7x + 25/2) = π, then x =...
The value of tan-11 + tan-12 + tan-13 is -...
If tan-1x + tan-1y + tan-1z = π then =...
If cos-1x − cos-1= α. Then 4x2 − 4xy cos α + y2 is equal to-...
Solution of equation tan (cos-1x) = sin(cot-11/2) is-...