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DISHA PUBLICATION-INVERSE TRIGONOMETIC FUNCTIONS-EXERCISE - 1: (CONCEPT BUILDER)
- sec^(-1)("sin"^2x) is well- defined if and only if
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- Find domain for, f(x)=cos^(-1)[x].
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- The domain of the function cos^-1 {log2 (x^2+5x+8)} is
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- Let x1 and x2 be solutions of the equation "sin"^(-1)(x^2-3x+5/2)=pi/6...
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- The Range of the function y=((cos^(-1)(3x-1))/pi+1)^2 (1) [1,4] (2...
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- Find the principal value of cosec^(-1)(-2/sqrt3).
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- Find the principal value of sec^(-1)(2)
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- Principal value of "tan"^(-1)1+"cos"^(-1)((-1)/(2))+"sin"^(-1)((-1)/(2...
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- If "cos"^(-1)x> "sin"^(-1)x, then the set of all values of x is
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- "sin"^(-1)("sin" 5)>x^2-4x holds if
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- If x epsilon(7pi,8pi), then "tan"^(-1)sqrt((1-"cos" x)/(1+"cos" x))=
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- If "tan"^(-1)(-x)+"cos"^(-1)((-1)/(2))=pi/2, then the value of x is eq...
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- "cos"^(-1)("cos"((7pi)/(5)))=
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- sin[cot^(-1)(cot\ (17pi)/3)]
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- The principal values of cost^(-1)(-sin(7pi)/(6)) is
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- The value of underset(x to pi/2)limsqrt(("tan"x-"sin"("tan"^(-1)("tan"...
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- Find the value of cos^(-1)((x)/(2)+(sqrt(3-3x^(2)))/(2))
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- If cot^(-1)n/pi>pi/6,n in N , then the maximum value of n is 6 (b) ...
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- The value of cos (1/2 cos^(-1) . 1/8) is equal to
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