` f(x) ={: (x+1,"यदि " x le 1), (x^(2) +1 ,"यदि " x lt1):}`

If f is defined by f (x) = {:{ (x , " for " 0 le x lt 1) , ( 2 -x , " for " x le 1 ) :} then at x =1

Draw the graph of the function f(x ) = {{:(1+x , -1 le x le 0),( 1-x, 0 lt x le 1):}

If f(x)={:{(1-x", for " 0 lt x le 1), ( 1/2 ", for " x=0):} , then in [0, 1]

f(x) = {{:([x], if, -3 lt x le -1),(|x|, if, -1 lt x lt 1),(|[-x]|, if, 1 le x le 3):} , then {x: f(x) ge 0} =

f(x)={{:(,[x]," if "-3 lt x le -1),(,[x]," if "-1 lt x lt),(,|[-x]|," if "1 le x lt 3):}" then "{x : f(x) ge 0} is equal to :

If f(x) {:(=-x^(2)", if " x le 0 ), (= 5x - 4 ", if " 0 lt x le 1 ),(= 4x^(2)-3x", if " 1 lt x le 2 ):} then f is

f (x)= {{:(2(x+1),,, x le -1),( sqrt(1- x^(2)),,, -1 lt x lt 1), (|||x|-1|-1|,,, x ge1 ):} , then:

f (x)= {{:(2(x+1),,, x le -1),( sqrt(1- x^(2)),,, -1 lt x lt 1), (|||x|-1|-1|,,, x ge1 ):} , then:

Let f(x) ={:{(x, "for", 0 le x lt1),( 3-x,"for", 1 le x le2):} Then f(x) is