Press the green flag. ========================================= If you have no idea what a quadratic equation is then this is not for you. But if you wanted to know, here is a simple explanation of what it is: A quadratic equation has many forms, although it it mostly expressed in the form: ax² + bx + c. To solve it, you can use many methods. A method that works for me and is used in this project is called the Quadratic Formula. It guarantees the correct answers to all quadratics and even gives complex solutions (in the form of "a + bi"). This is the Quadratic Formula: (-b ± √ (b² - 4ac)) / 2a. On a graph, a quadratic equation would be a parabola, which is a shape that is exactly like the arc you make when throwing and object (sometimes the parabola might be upside down or even sideways). The thing that defines a quadratic equation different from linear equation is that the variable in the linear equation can only be raised to the 1st power (itself). But in a quadratic, the exponent on the variable can be anything that is an integer. ========================================= In case you're wondering, I'm not in high school. I'm in 6th grade.
Pretty self explanatory. You only have to enter numbers for the a, b, and c values in the quadratic to get the answer.
