How do you determine question e, describe the behavior at the zeros (or x-intercepts)?

Math 1314 Lab 2 Module 4 & 5 - Part a 3. Analyze and sketch the polynomial function and complete the information below. f(x) =-7(x + 2)3(x- 1)2(x - 3)' a. Degree: V b. End behavior of the graph (use the notation as x approaches co and -co. an = ( ) as co , f ( x ) - 0 xn = odd as X , f ( x ) -> -00 C. Intercepts (find the both the y-intercept and x-intercept(s)) tint : X= 0 X- int : (zero , roots (0) =-7(0+2)3(0-1)210-3 ) (x+2) ( x- 1)2 ( x - 3 ) (- 54) ( 1 ) ( - 3 ) = 168 X+ 2 = 0 x - 1 = 0 X - 3=0 = (0, 168) X = - 2 X = 1 x = 3 w/ multi w/ multi. w / multi of 3 d. Describe the multiplicity of the zeros. (- 2, 0 ) of 2 of 1 , (3,0) - 2 w/ multi of 3 todd cross w / multi of 2 3 w/ multi of even - touch e. Describe the behavior at the zeros (or x-intercepts) f. Draw the graph of the function. Plot the points for the intercepts and any additional points tha will complete a smooth curve of the graph. Label your axes with units used