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If f(x) = a(x+b)² + c, and a>0, what happens to the graph of f(x) when b decreases?
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f(x) is in vertex form, so x= -b is where the vertex is. Maybe that would help in understanding what happens as we decrease b.
here are the choices the graph shifts right b. the graph shifts left c. the graph narrows d. the graph shifts down
i.e. b = 4 vertex is at x=-4 b = 3 vertex is at x= -3 b = 1 vertex is at x= -1 it seems as we choose smaller values of b, the vertex moves closer to the origin from the left.
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