Quadratic formula solver Quadratic formula solver In algebra we learn several different types of equations like linear equations, polynomial equations, quadratic equations homogenous equations, differential equation and other type of equations. Equations tell us that any two things are same, with the help of mathematical operator. Now, let’s talk about an important type of equation which is called as quadratic equation. Quadratic equations are the equations which have highest degree as two. It is the polynomial equation, which can have its maximum degree as two, and the equation can consist of one or more terms. If you find any equation in the form of 'ax2 + bx +c = 0', then it is quadratic equation. In the above given equation x and x2 are defined as the variables, a, b are the constants or the coefficient of x2 and x. To solve such type of equations generally two methods are defined one of them is known as factoring method and the next one is called as Quadratic method. Whenever you solve any quadratic equation that simply means that you are calculating the
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factors of that particular equation. We determine the two roots of the equations which are in the quadratic form. The roots of any equation in form 'ax2 + bx +c = 0' can be real roots or imaginary roots. When we solve such type of equations using quadratic equation formula, sometimes calculation becomes very complex and we can’t get the correct answer. Do you know now you can easily solve such type of complex equations with help move a tool defined as quadratic formula solver. Quadratic equation formula is given as: (-b ± ( √(b2 – 4 ac) )) / 2 a, by putting the values of the constant in the given formula you can determine the both the roots of any quadratic equation. In the quadratic formula solver, the formula is defined in that and you can easily solve the problem and if you want to see the steps evolved in the process of solving the problem you can also get that. The tool is an easy way to solve any type of quadratic equation. Suppose we have a equation as: 2x2 + 9x +16 and we have to determine its roots then it can be calculated using the quadratic equation formula. Solution: given, a = 2, b = 9 and c = 16. Now, put all the values in the formula, (-b ± ( √(b2 – 4 ac) )) / 2 a and we get: -9 ± √[9 – 4*(2*16) ] / (2* 2), 9 ± √(3 - 128) / 4, - 9 ± √- 125 / 4, Now, its complex to get its roots and lot of difficult calculation is used while solving the problem and getting its exact roots. Learn More :- What Are Prime Numbers Math.Tutorvista.com
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And if we solve the same using the quadratic formula solver, then we can simply get its solution without dealing with complex calculations. To learn and understand the concept of quadratic equation one can take help of such type of tools and get out of quadratic equation problems with-in few seconds. Types of quadratic equations solving: There are four types of solving methods are given below: -- Factoring method -- Square root method -- Completing the square -- Using the quadratic formula method Those above four methods are important methods for solving the quadratic equations.
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