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NOTE: This is in C++ , I am having difficulty understanding this project. Due Date Assignment Solutions to the quadratic equation Ax2 +Bx + C
NOTE: This is in C++ , I am having difficulty understanding this project.
Due Date Assignment Solutions to the quadratic equation Ax2 +Bx + C = 0 may be calculated using the quadratic formulas: B+B2-4AC 2A -B-1B2-4AC 2A or These formulas may be used, of course, only if the leading coefficient, A, is not zero. The number and type of solutions is determined by the value of the expression under the radical sign, B2 4AC, known as the discriminant: value of discriminant positive zero negative number of solutions kind of solutions real real imagina Your job is to write a program which will read the coefficients of a quadratic equation and, if the leading coefficient is non-zero, calculate and report the solutions. Since programming languages does not provide the imaginary type, you'll have to take appropriate steps to give imaginary results in the form shown. Just remember that every imaginary number is really determined by a pair of real numbers. Several sample runs appear on the next page; user input appears in bold type. The "*I" which appears in the output is simply written where necessary; the actual calculations involve only real results. You are not required to duplicate this output, but you should provide all information shown. Due Date Assignment Solutions to the quadratic equation Ax2 +Bx + C = 0 may be calculated using the quadratic formulas: B+B2-4AC 2A -B-1B2-4AC 2A or These formulas may be used, of course, only if the leading coefficient, A, is not zero. The number and type of solutions is determined by the value of the expression under the radical sign, B2 4AC, known as the discriminant: value of discriminant positive zero negative number of solutions kind of solutions real real imagina Your job is to write a program which will read the coefficients of a quadratic equation and, if the leading coefficient is non-zero, calculate and report the solutions. Since programming languages does not provide the imaginary type, you'll have to take appropriate steps to give imaginary results in the form shown. Just remember that every imaginary number is really determined by a pair of real numbers. Several sample runs appear on the next page; user input appears in bold type. The "*I" which appears in the output is simply written where necessary; the actual calculations involve only real results. You are not required to duplicate this output, but you should provide all information shownStep by Step Solution
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