Write a program that finds the negative integer solutions of the following equation ax³ + bx² + cx' + d = 0. The user enters the values of coefficients a, b, c and d. The program should test each integer starting from -200 to 0, and each time the equation is equal to zero, it prints its value as well as "is a solution". At the end, it displays the total number of negative integers found. Note that if the equation has more than one solution, the plural word "solutions" is used in the output.

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Exercise II
Write a program that finds the negative integer solutions of the following equation ax³ + bx² + cx' + d = 0. The user
enters the values of coefficients a, b, c and d. The program should test each integer starting from -200 to 0, and each
time the equation is equal to zero, it prints its value as well as "is a solution". At the end, it displays the total number
of negative integers found. Note that if the equation has more than one solution, the plural word "solutions" is used in
the output.
Sample run 1:
Enter the coefficient of a, b, c, d: 1 -9 -1 105
-3 is a solution
The equation has 1 negative integer solution
Sample run 2:
Enter the coefficient of a, b, c, d: 1 15 71 105
-7 is a solution
-5 is a solution
-3 is a solution
The equation has 3 negative integers as solutions
Sample run 3:
Enter the coefficient of a, b, c, d: 1 2 3 4
The equation has no negative integer solutions
Transcribed Image Text:Exercise II Write a program that finds the negative integer solutions of the following equation ax³ + bx² + cx' + d = 0. The user enters the values of coefficients a, b, c and d. The program should test each integer starting from -200 to 0, and each time the equation is equal to zero, it prints its value as well as "is a solution". At the end, it displays the total number of negative integers found. Note that if the equation has more than one solution, the plural word "solutions" is used in the output. Sample run 1: Enter the coefficient of a, b, c, d: 1 -9 -1 105 -3 is a solution The equation has 1 negative integer solution Sample run 2: Enter the coefficient of a, b, c, d: 1 15 71 105 -7 is a solution -5 is a solution -3 is a solution The equation has 3 negative integers as solutions Sample run 3: Enter the coefficient of a, b, c, d: 1 2 3 4 The equation has no negative integer solutions
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