Given the function f(x) = |x + 2| - 12, which graph represents the transformed function g of x equals one half f of x.? A graph shows a V-shaped function labeled f of x passing through the ordered pairs negative 14,0 and negative 2, negative 12 and 10,0. A second V-shaped function labeled g of x passes through the ordered pairs negative 14,0 and negative 2, negative 6 and 10,0. A graph shows a V-shaped function labeled f of x passing through the ordered pairs negative 14,0 and negative 2, negative 12 and 10,0. A second V-shaped function labeled g of x passes through the ordered pairs negative 12,negative 8 and negative 4,negative 12 and 12,negative 4.
a. The first graph with f(x) and g(x) as described above
b. A different graph with f(x) passing through the points (-14,0), (-2,-12), (10,0) and g(x) passing through the points (-14,0), (-2,-6), (10,0)
c. A graph with f(x) passing through the points (-14,0), (-2,-12), (10,0) and g(x) passing through the points (-12,-8), (-4,-12), (12,-4)
d. Another graph where f(x) and g(x) have different transformations accurately reflecting the given function.