Question: 1. If f'(a) exists, then flat h) - f(a - h) lim = f'(a). h -0 2h a) Give a graphical argument for why this

 1. If f'(a) exists, then flat h) - f(a - h)lim = f'(a). h -0 2h a) Give a graphical argument for
why this is true. 2. Use Desmos or your graphing calculator tograph the following piecewise function. x3 - 2x2+1 - 1

1. If f'(a) exists, then flat h) - f(a - h) lim = f'(a). h -0 2h a) Give a graphical argument for why this is true. 2. Use Desmos or your graphing calculator to graph the following piecewise function. x3 - 2x2+1 - 1

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