`|x^3-1|geq1-x`

Write the solution set of the inequation |x-1|geq|x-3|dot

Solve the inequalities for real x : 3(2-x)geq2(1-x)

Find the domain of f^(prime)(x) if f(x)=[x/(1+|x|)]if\ |x|geq1 , x/(1-|x|)if\ |x|<1 fig

If f(x)={a x^2-b ,\ \ \ if\ |x|<1 1/(|x|),\ \ \ \ \ \ \ \ \ \ \ \ if\ |x|geq1 is differentiable at x=1 , find a ,\ bdot

Find the value of cos(sec^(-1)x+cose c^(-1)x),|x|geq1

Let f(x)={1/(|x|)\ \ \ \ \ for\ |x|geq1....a x^2+b\ \ \ \ \ \ \ \ for\ |x|<1 . If f(x) is continuous and differentiable at any point, then a=1/2,\ \ b=-3/2 (b) a=-1/2,\ \ b=3/2 (c) a=1,\ \ b=-1 (d) none of these

Solve: (-1)/(|x|-2)geq1,w h e r ex in R ,x!=+-2.

Solve: (-1)/(|x|-2)geq1,w h e r ex in R ,x!=+-2.

Solve: (-1)/(|x|-2)geq1,w h e r ex in R ,x!=+-2.

The set of all values of ' x ' which satisfies the inequation |1-(|x|)/(1+|x|)|geq1/2 is: [-1,1] (b) (-oo,-1) (1,oo) (d) (0,1)