Compare each function's graph to its respective characteristics in the table and fill in the answer to how many zeros and turning points there actually are. Table 2 Complete table based on observations of the Desmos Graphs. Polynomial Factored Degree of Maximum Maximum vs Not Polynomial Possible Possible Number Factored Number of of Turning Zeros/ How Points/ How many actual many actual zeros are turning points there? are there? f(x) = 4x4 - 12x2 + 8x Not 4 4/_ 3/_ Factored f(x)=x -x -21x +45 Not 3/_ 2/_ Factored f(x) = -3x2 - 18x Not 2 2/_ 1/ _ Factored f(x) = -2x2(x+ 1)(x -3)+ Factored 7/ 6/ f (x) = 3(x - 4)3(x+2)2 Factored 5 5/ 4/ f (x) = -(2x - 5)(5x + 6) Factored 2/ 1/ Table 2 Questions Observation 1 of goal: 1. Considering the above table, how does the maximum possible number of zeros compare to the degree of the polynomial (You will want to remember your answer regarding how they relate)