Draw the graph of `y=2-|x-1|`.

Draw the graph of y = |x+1| and using integration find the area below y = |x+1| above x-axis and between x = -4 to x = 2.

Draw the graph of y=[sinx].

Draw the graph of y=|logx| when the graph of y=log(x) is known.

Draw the graph of y=||x|^(2)-2|x|-3|, if y=x^(2)-2x-3

Draw the graph of y=log|x| when the graph of y=log(x) is known.

The function f is defined by f(x)={(,1-x,x lt 0),(,1,x=0),(,x+1,x gt 0):} Draw the graph of f(x).

Draw graph for y=|x-1|.

Draw the graph for y=({x}-1)^(2) .

Draw the graph for |y|=(x-1)(x-2).

Draw the graph of y = tan^(-1)(tan x)