Question: 2. A polynomial function satisfies the following criteria. f'(x) > 0 forx E (00,3) and x E (1,5) U (5,00) f'(x) 0 forx E (1,

2. A polynomial function satisfies the following criteria. f'(x) > 0

2. A polynomial function satisfies the following criteria. f'(x) > 0 forx E (00,3) and x E (1,5) U (5,00) f'(x) 0 forx E (1, 3)and x E (5, 0) The following limits are true: limit...\" = no limb.-.\" = -00 1. Use a chart, to determine the signs of both, derivatives and the shape of the graph. The sign of the FIRST derivative The behaviour of the function The sign of the SECOND derivative The Mof the graph The SHAPE of the graph 2. Determine the x-valuels) at the indicated points: Maximum ......................... Minimum Point{s) of Inflection (POI) 3. Determine the possible minimum degree of the function: 4. Sketch the graph of the function described

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