# FTC Part 2 #1

If a = 0, find *H*(0)

If a = 0, find *H*(1)

If a = 0, find *H*(2)

If a = 0, find *H*(3)

If a = 0, find *H*(4)

If a = 0, find *H*(-1)

If a = 0, find *H*(-2)

If a = 0, find *H*(-3)

If a = 0, find *H*(-4)

On what open intervals contained in -4 < x < 4 is the graph of *h* increasing?

On what open intervals contained in -4 < x < 4 is the graph of *h* decreasing?

On what open intervals contained in -4 < x < 4 is the graph of *h* concave up?

On what open intervals contained in -4 < x < 4 is the graph of *h* concave down?

At what value(s) of x does *h *have a relative minimum?

At what value(s) of x does *h *have a relative maximum?

At what value(s) of x does *h *have an inflection point?

What is the absolute minimum value of *h ?*

What is the absolute maximum value of *h* ?