Question 12: Find the value of cot (tan¯¹a + cot¯¹a)
Class 12 - Math - Inverse Trigonometric Functions
Answers
Answered by
1
As tan inverse a + cot inverse a = pi/2
Then we have eqn.
Cot(pi/2) which is equal to 0.
Hope you get your answer.
Then we have eqn.
Cot(pi/2) which is equal to 0.
Hope you get your answer.
Answered by
0
cot(tan-¹a + cot-¹a)
we know that tan-¹a + cot-¹a = π/2
thus
= cot(π/2)
= 0
we know that tan-¹a + cot-¹a = π/2
thus
= cot(π/2)
= 0
Similar questions