Activity 5: Empty Outlines! Direction: Smartly fill-in the correct word to complete the thought of each statement. 1. When degree of a polynomial is even and the leading coefficient is negative, then the left arrow is pointing (up, down). 2. The end behavior is determined by the polynomial leading coefficient. (exponent, sign) of the 3. The graph with 6 bumps has (6,7) polynomial degree. 4. When the leading coefficient is positive and then degree of the polynomial is positive, then both arrows are pointing (up, down) 5. If the degree of a polynomial is 5,then it has at most ____(5,4)turning points.
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Let's fill in the correct words to complete the statements:
1. When degree of a polynomial is even and the leading coefficient is negative, then the left arrow is pointing down.
2. The end behavior is determined by the polynomial sign of the leading coefficient.
3. The graph with 6 bumps has a polynomial degree of 7.
4. When the leading coefficient is positive and the degree of the polynomial is positive, then both arrows are pointing up.
5. If the degree of a polynomial is 5, then it has at most 4 turning points.