Please solve this question using MATLAB, I found a solution for it in chegg, but the solution was not correct, please solve it with the code and output Task 2 (1) (ii) The roots of the quadratic equation ax bx c 0 are given by X b b 4ac 2a Based on the sign of the discriminant D (i e D b 4ac), it is possible to discern the nature of the roots according to D 0 A pair of non equal real valued roots D 0 A pair of equal real valued roots D 0 A pair of non equal complex valued roots 25 marks Write a function that uses a, b and c as inputs to characterize ((i e , non equal real, equal real or non equal complex roots) and compute the roots of the quadratic equation Write an m file that tells the user if the quadratic equation ax bx c 0 with input values of a, b and c has 1) Two real roots with opposite signs 2) Two complex roots 3) Plot the curve ax bx c 0 over sufficient intervals (i e , from 0 9 times of the smallest root to 1 1 of the largest root ) to illustrate the results obtained in (1) and (2) Coding Giving comments and brief information about codes 5 marks Part (i) results 5 Marks Part (ii) results 15 Marks

Question: Please solve this question using MATLAB, I found a solution for it in chegg, but the solution was not correct, please solve it with the

Task 2: (1) (ii) The roots of the quadratic equation ax + Please solve this question using MATLAB, I found a solution for it in chegg, but the solution was not correct, please solve it with the code and output.

Task 2: (1) (ii) The roots of the quadratic equation ax + bx + c = 0 are given by X = -b b-4ac 2a . Based on the sign of the discriminant D (i.e. D=b-4ac), it is possible to discern the nature of the roots according to: D > 0: A pair of non-equal real valued roots. D = 0: A pair of equal real valued roots. D

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