![]() ![]() I hope that this tutorial has provided you with a solid understanding of how to solve a quadratic equation in JavaScript and that you are now able to incorporate this functionality into your own programs and projects. Solving a quadratic equation is a common task in mathematics and engineering, and being able to do so in JavaScript can be a valuable skill for any developer. We also learned about the importance of error handling and how to handle cases where the equation has no real solutions. We discussed the general form of a quadratic equation and the formula used to solve it, and we walked through the steps of implementing this formula in JavaScript. ![]() In conclusion, we have learned how to write a JavaScript program to solve a quadratic equation. The Roots are Complex and Different Conclusion The roots of quadratic equation are 3 and 3 The roots of quadratic equation are 2 and -2 R1 = (-b + Math.sqrt(D)) / (2 * a) r2 = (-b - Math.sqrt(D)) / (2 * a) Ĭonsole.log(`The roots of quadratic equation are $`) Ĭonsole.log(`The Roots are Complex and Different `) condition for Real and Different roots ![]() Let c = prompt("Enter the third number: ") Let b = prompt("Enter the second number: ") Let a = prompt("Enter the first number: ") Program to Solve Quadratic Equation // Write a code to solve Quadratic Equation in JavaScript
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