Evaluating Inverse Trigonometric Functions

The value of 2〖tan〗^(-1) [cosec(〖tan〗^(-1) x)-tan⁡(〖cot〗^(-1) x)] is

Solve equation cos(tan⁻¹x) = sin(cot⁻¹(3/4))

sec^2(tan^-1 5) + cosec^2(cot^-1 5)=? , Find the value of sec^2 (arctan5) +cosec^2(arccot5) .

2 tan inverse cos x is equal to tan inverse 2 cosec x

Prove that : `2 tan^(-1) (cosec tan^(-1) x - tan cot^(-1) x) = tan^(-1) x`

Prove that sin cot^(-1) cos(tan^(-1)x) =sqrt((x^(2)+1)/(x^(2)+2)) | sin(cot−1(cos(tan−1x))) Class 12

Complete Trigonometry In One Shot | Best PYQs & New Problems | JEE Main 2025 | @InfinityLearn-JEE

tan-1(x)+cot-1(x)=π/2 trigonomery identies solve || tan inverse X + cot inverse X equal pi by 2

Solve the equation 2tan-1 (cos x) = tan-1 (2 cosec x)

Simplify `sin(cot^(-1)(cos(tan^(-1)x))),0 ltxlt1`.

Prove that 2tan-1x = sin-1(2x/(1 + x2)) = cos-1((1 - x2)/(1 + x2)) ||ch2 12th properties 6

XII Inverse Trigonometric Functions Prove that cos[tan^-1{sin(cot^-1x)}] = √(x^2 + 1)/(x^2 + 2)

If cot^-1(√cos - tan^-1√cosx = x then sinx is equal to? JEE Mains test series Inverse Trigonometry

if 'sin(cot^(-1)(x+1))=cos(tan^(-1)x)' then x is equal to || 'sin(cot^(-1)(x+1))=cos(tan^(-1)x)'

solve Q13. 2tan^-1(cosx)=tan^-1(2cosecx), Inverse Trigonometric functions 12th math miscellaneous

Solve for x if cos[ tan inverse (x)] = sin [ cot inverse 3/4] INVERSE TRIGONOMETRIC FUNCTIONS XII

cot(tan^(-1)a+cot^(-1)a) | the value of cot(tan inverse a + cot inverse a) |

Prove: sec²[tan^-1(2) +cosec²[cot^-1(3)] =15 || inverse trigonometry sum || imverse trigonometry.

〖cot〗^(-1) [〖(cosα)〗^(1/2) ]-〖tan〗^(-1) [〖(cosα)〗^(1/2) ]=x, then sin⁡〖x=〗