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- (i) The positive value of k for which ke^x-x=0 has only one root is
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- If x is a negative integer, then x+|x|=0 (b) x-|x|=0 x+|x|=-2x ...
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- Number of critical point of the function f(X) =x+sqrt(|x|) is .
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- x+[x]
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- Let the function g:(-oo,oo)rarr (-pi //2,pi//2) be given by g(u) = 2 t...
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- Let f(x) be a non-constant twice differentiable function defined on (...
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- For the function f(x) = x cosx 1/x, x ge 1(A) for at least one x in t...
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- Let f be a real-valued function defined on interval (0,oo),by f(x)=lnx...
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- Consider the polynomial f(x)= 1+2x+3x^2+4x^3. Let s be the sum of all ...
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- Consider the statements : P : There exists some x IR such that f(x)...
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- The number of points in (-oo,oo), for which x^2-xsinx-cosx=0, is 6 (b)...
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- Let f(x)=xsinpix ,x > 0. Then for all natural numbers n ,f^(prime)(x) ...
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- Given P(x)""=""x^4+""a x^3+""c x""+""d such that x""=""0 is the only ...
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- The real number k for which the equation, 2x^3+""3x""+""k""=""0 has tw...
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- If f(x)={x^2,xlt=0 2sinx ,x >0'in v e s t iga t et h e function at x=...
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- The function y=(a x+b)/((x-1)(x-4)) has turning point at P(2,1)dot The...
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- Find the points of maxima and minima of the function. f(x)=12 x^5-4...
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- Discuss the extremum of f(x)=x^2+1/(x^2)
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- The function f(x)=(4sin^2x−1)^n (x^2−x+1),n in N, has a local minimum...
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- Q. Let f (x)=sin^3x+ lambdasin^2x where (pi)/2 ltxlt (pi)/2. The inte...
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