The function f (x) = | X-1 | - | x + 2 | (1) the function is expressed in the form of piecewise function; (2) the image of the function is drawn in the coordinate given on the right; (3) the definition domain, value domain, parity and monotone interval of the function are written out (no proof is required)

The function f (x) = | X-1 | - | x + 2 | (1) the function is expressed in the form of piecewise function; (2) the image of the function is drawn in the coordinate given on the right; (3) the definition domain, value domain, parity and monotone interval of the function are written out (no proof is required)

(1) F (x) = 3 (x < 2) − 2x − 1 (− 2 ≤ x < 1) − 3 (x ≥ 1) (2) (3) the domain of the function is R. the range of the function is [- 3, 3]. The function is non odd and non even. The monotone interval of the function is [- 2, 1]