`tan (cos ^(-1) x) = sin (cot ^(-1) ""(1)/(2))`

tan (cos ^-1x) = sin (cot^-11/2) then x is equal to || Chapter -2 class 12th || Shiv MATHS ACADEMY

If tan ( cos^-1 x)= sin (cot^-1 1/2) then x is equal to

\( \tan \cos ^{-1} x=\sin \cot ^{-1} \frac{1}{2} \)

Solve Trigonometric Double Inverse Functions sin(cot^-1(x+1)) = cos(tan^-1(x))

"If `tan(cos^(-1)x)=\""sin\""(cot^(-1)(1/2))` then `x`is equal to-a.`1/sqrt(5)`b. `2/sqrt(5)`c. `

Number of solution of equation `tan (cos^-1 x)= sin cot^-1 (1/2)` is(are)

ITF - Ex #9, Prove that : cos [ tan^-1 {sin (cot^-1 x)}= root (1+x^2 / 2+x^2 )[ALL INDIA]

Prove that : `sin cot^(-1) tan cos^(-1) x=x`

Prove that sin cot^-1 tan(cos^-1) = x

If sin[cot−1(x+1)]=cos[tan−1x] then x is equal to | Inverse Trigonometry Important Question for CBSE

sin (cot-1 (tan (cos-1x))) is

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

Evaluate sin(cot^-1x) | Sin cot inverse x | write the value of sin cot inverse x is equal to

prove that: sin cot^-1 cos tan^-1 (x) ={(1+x²)/(2+x²)}^(½) |inverse trigonometric functions

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

Solve : `cos(tan^(-1)x)=sin(cot^(-1)""(3)/(4))` | Class 12 Maths | Doubtnut

`sin(cot^(-1)(tan(cos^(-1)x)))` is equal to a) `x` b) `sqrt(1-x^2)` c) `1/x` d) none of these

If sin[(cot^-1 (x-1)]=cos(tan^-1 x),then find x,INVERSE TRIGONOMETRIC FUNCTIONS,CLASS 12 MATHEMATICS

Trigonometry Formulas -2