You can practice these equations both in your class and in your household along with your friends or classmates to prepare well for your exams or the tuition classes. We will see examples of linear and quadratic functions and their applications in the sections that follow. Adding an extra term of the form ax2 to a linear function creates a quadratic function, and its graph is the parabola. We are here in this section of the article going to discuss about the several kinds of the quadratic equation for the consideration of our those readers, who want to practice solving these equations. Many physical situations can be modeled using a linear relationship.

Having solved the different kinds of the quadratic equation problems you will get the better exposure of these equations. A quadratic function is a polynomial function with one or more variables. Well, if you are willing to get the well versed hands in quadratic equations, then we urge you to solve the different kinds of questions for the equation.

If in the given equation the value of a is 0, then it becomes the linear equation instead of the quadratic equation, since there is no ax² term in such scenario. Step 2 Move the number term to the right side of the equation: P 2 460P -42000. In the given equation Ax² +bx+c=0 the value of x is always unknown while the values of a,b and c is always given to put into the equation. The quadratic equation can be basically of two types which are the quadratic equation and the linear equation.

Quadratic function formula