A table of values is given for Y - f(x). Determine whether the intermediate value theorem guarantees that the function has a zero Y1 10x 49x 191x -431x+312 X Y1 - 1596 627 178 513 312 251 -762 Part 1 of 4 (a) Y1 (Choose one) Y have a zero on the interval | 4, -3]. does does not Part 2 of 4 (b) Y1 (Choose one) have a zero on the interval [-3, - 2]. X Part 3 of 4-251 -762 Part 1 of 4 (a) Y1 does not have a zero on the interval [-4, - 3]. X Part 2 of 4 (b) Y1 does not have a zero on the interval [-3, - 2]. X Part 3 of 4 (c) Y1 does not have a zero on the interval [-2, - 1]. X Part 4 of 4 (d) Y does not |have a zero on the interval [-1, 0]. XApply Descartes' Rule of Signs. Determine the number of possible positive and negative real zeros for the given function. g (x) = 3x -9x +9x - 9x- 7x+1 Each part may have more than one possibility. Use commas to separate multiple responses. Part 1 of 2 Number of possible positive real zeros: 3. 1 DO.... X Part 2 of 2 Number of possible negative real zeros: 0, 2 X Continue Submit Assignment10:57 y =f(x) is given. Solve the inequalities. Write the solution 15- -10- 15- 1 = f ( x ) 4 0 The solution set is (0, 0) U (3, co) (0,0) [0.0] [0,0) (0.0] 0) OVO DO - DO X Continue Subir