11&12 Describe the right-hand and left-hand behavior of the graph of the polynom

Question

11&12 Describe the right-hand and left-hand behavior of the graph of the polynomial function. (Select all t tapply.) rx) = (5x4-5x + 3)/4 The graph rises to the right. The graph falls to the right. The graph rises to the left. The graph falls to the left. Need Help? aihtTalk to a Tutor 12. -0.21 points LarColAlg9 3.2.029 Describe the right-hand and left-hand behavior of the graph of the polynomial function. (Select all that apply.) h(t)-- (e-4t + 8) The graph rises to the right. The graph falls to the right. The graph rises to the left. The graph falls to the left. 5

Explanation / Answer

11. Since the degree of the polynomial is even and the coefficient is positive for that term, so the graph will rise in both side. That is it will rise to its left and right.

option 1 and 3 both are correct.

12. This is also same as the previous question. Here the change is only with the sign of the coefficient. Due to the negative sign of the coefficient it will fall in both side. So the answer will be

option 2 and 4 both.

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