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Evaluating Inverse Trigonometric Functions
sin(cot^-1x) の値は (A) sqrt(1+x^2) (B) x (C) (1+x^2)^(-3/2) (D) (1+x^2)^(-1/2) | 12 | IN...
Q4 | Prove that 4(cot^(-1)3 + cosec^(-1)√5) = pi | Inverse Trigonometric Fuctions
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〖cot〗^(-1) [〖(cosα)〗^(1/2) ]-〖tan〗^(-1) [〖(cosα)〗^(1/2) ]=x, then sin〖x=〗
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The value of `sin(cot^-1x)=` (A) `sqrt(1+x^2)` (B) x (C) `(1+x^2)^(-3/2)` (D) `(1+x^2)^(-1/2)`
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Trigonometric Graphs
The value of `x` for which `sin(cot^(- 1)(1+x))=cos(tan^(- 1)x)` is
If `cot^(-1)(-1/5)=x` then `sinx=?`
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Solve | sin 30 degree | using calculator (Casio fx-991MS)
If `sin^(-1)x + cot^(-1)(1//2)=pi//2`, then what is the value of x ?
Find the range of y = (cot^(-1) x) (cot^(-1) (-x)) | CLASS 12 | INVERSE TRIGONOMETRIC FUNCTIONS ...
4(cot-1 3 + cosec-1 √5) | cot Inverse 3 + Cosec √5 | sin inverse sin 10 |
