If `f(x)={(x^(2),xle1),(1-x,xgt1):}` & composite function `h(x)=|f(x)|+f(x+2)`, then

If f(x)={{:(2x^(2)+1",",xle1),(4x^(3)-1",",xgt1):} , then int_(0)^(2)f(x)dx is

The function f(x)={(2,xle1),(x,xgt1):} is not differentiable at

Range of the function f(x)= x cos( 1/x), xgt1

Range of the function f(x)= x cos( 1/x), xgt1

Range of the function f(x)= x cos( 1/x), xgt1

Let f(x)={:{(x^(2)-1",",xle1),(-x^(2)-1",",xgt1.):} "Find"lim_(xrarr1)f(x).

The function f(x)={(2, xle1),(x, xgt1):} is not differentiable at……

If f(x)={(x^2+2,,,xge2),(1-x ,,,xlt2):} ; g(x)={(2x,,,xgt1),(3-x ,,,xle1):} then the value of lim_(x->1) f(g(x)) is