Show that the function `f` defined as follows `f(x)={3x-2 , 0ltxle1 ; 2x^2-x , 1ltxle2 ; 5x-4 , xgt2,` is continous at x=2 but not differentiable.

Show that the function f defined as follows f(x)={(3x-2 ,, 0ltxle1),(2x^2-x ,, 1ltxle2),(5x-4 ,, xgt2):} is continuous at x=2 but not differentiable.

Show that the function f defined as follows f(x)={3x-2,0 2 is continous at x=2 but not differentiable.

Show that f(x)={5x-4 , when 0ltxle1, 4x^3-3x , when 1ltxlt2 is continuous at x=1.

Let the function be defined as f(x)={4x 0ltxle1 (-4x+5) 1ltxlt2 then lim_(xrarr1)f(x) is :

If f(x) ={(3x-4, 0lexle2),(2x+lambda, 2ltxle3):} is continuous at x = 2, then lambda =

Let the function f be defined f(x)={:{(3x,0lexle1),(-3x+5,1ltxle2):} then............

Let the function f be defined by f(x)={(3x0lexle1),(-3x+51ltxle2):} , then:

Show that the function f defined as follows, is continuoius at x=2, but not differentiable at x=2. f(x)={{:(3x-2, 0 lt x le 1),(2x^(2)-x, 1 lt x le 2),(5x-4,x gt 2):} .

Show that the function f defined as follows, is continuous at x=2 , but not differentiable: f(x)={3x-2 2x^2 5x 0 2