Absolute Value Parent Function Points. Absolute Value Functions are equations with absolute value bars so when solved they have two solutions. If you substitute the three given points into both functions they produce true statements.
Because the points -6 -2 and 0 -2 have the same output the points are the same distance from the line of symmetry. Y x. X x if x 0.
Since the vertex the point of an absolute value parent function is an absolute value equation with new vertex is where is the vertical stretch is the horizontal stretch is the horizontal shift to the right and is the vertical shift upwards.
N and. The graph of such absolute value functions generally takes the shape of a V or an up-side-down V. If x is positive then the function value is equal to x. Y a x h k 1.
