question 4 python fyi

Question 4: Why, this car could be systematic. Programmatic, quadratic! Write a program that asks the user to input three floating-point numbers: a,b, and c (just this once, only these three single-letter variables will be permitted). These are the parameters of the quadratic equation. Classify the equation as one of the following: - Infinite number of solutions: For example, a=0,b=0,c=0 has an infinite number of solutions. - No solution: For example, a=0,b=0,c=4 has no solution. - No real solution: For example, a=1,b=0,c=4 has no real solutions. - One real solution: In cases there is a solutions, please print the solutions. - Two real solutions: In cases there are two real solutions, please print the solutions. Hint: If a=0 and there are real solutions to the equation, you can get these solutions using the following formula: aquad_sol Figure 4: The quadratic formula. The number of solutions depends on whether the discriminant (b24ac) is positive, zero, or negative. For example, an execution could look like: Please enter value of a: 1 Please enter value of b:4 Please enter value of c:4 This equation has 1 solution: x=2.0