Let `f(x)={x+2,-|lt=x<0 1,x=0x/2,0

Let f(x)=((x^2,x lt1),(x+1,x ge1)); g(x)=((x+2, x lt1),(x^2,x ge1)) Then range of function f(g(x)) is

Let f(x)={1+(2x)/a ,0lt=x 1)f(x) exists ,then a is (a) 1 (b) -1 (c) 2 (d) -2

Let f(x)={{:(x^(2)-ax+1",", x lt 0),(b(1-x)^(3)",", x ge0):} . If is a differentiable function, then the ordered pair (a, b) is

Let f(x)={{:(x^(2)-ax+1",", x lt 0),(b(1-x)^(3)",", x ge0):} . If is a differentiable function, then the ordered pair (a, b) is

Let f'(x) ={[|x| , 0lt|x|le2],[1, x=0]} . Examine the behaviour of f(x) at x=0.

Let f(x)={{:(0,x lt 0),(x^(2),xge0):} , then for all values of x

Let f (x)= {{:(x ^(2),0lt x lt2),(2x-3, 2 le x lt3),(x+2, x ge3):} then the tuue equations:

Let f (x)= {{:(x ^(2),0lt x lt2),(2x-3, 2 le x lt3),(x+2, x ge3):} then the tuue equations: