Inverse Trigonometric Functions questions
371 published questions with worked solutions.
- Let f(x) = 2 ^ -1 x + ^ -1 2x 1+x^2 . Then
- If 1 2 <x<1 then ^ -1 x+ ^ -1 ( x+ 1-x^ 2 2 ) is equal to
- The value of ^ -1 2+ ^ -1 3 is equal to
- The sum of ^ -1 3 + ^ -1 7 + ^ -1 13 + ^ -1 21 + ^ -1 31 is
- If ^ -1 x + ^ -1 y + ^ -1 z = 3 then the value of xy + yz + zx is
- The value of ^ -1 ( 2 - 1 2 ) is equal to
- If ^ -1 (x - x^2 2 + x^3 4 - ) + ^ -1 (x^2 - x^4 2 + x^6 4 - ) = 2 for 0 < |x| < 2 then x equals
- Let (x, y) be such that ^ -1 (ax) + ^ -1 (y) + ^ -1 (bxy) = 2 . Match the statements in **Column I** with statements in **Column...
- If 0 < x < 1, then 1 + x^2 [ x ( ^ -1 x) + ( ^ -1 x) ^2 - 1 ]^ 1/2 =
- Let ^ -1 y = ^ -1 x + ^ -1 ( 2x 1-x^2 ), where |x| < 1 3 . Then a value of y is
- If f(x) = 2 ^ -1 x + ^ -1 ( 2x 1+x^2 ), x > 1, then f(5) is equal to
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