# Jadhav Quadratic Formula

Jadhav Quadratic Formula, **evaluates accurate values** of numbers **lying on x-axis** of the co-ordinate plane corresponding to the respective **y-axis points.** Derived by Indian-Mathematical Scholar

**Formula**

If we are given the points of y-axis with the quadratic equation it followed then we can find the respective x-axis points by:

## Requirements

For this formula to function we should have the quadratic equation along with given y-axis point and can get the 2 corresponding points on the x-axis.

## Nomenclature

**b: Coefficient of .****a: Coefficient of .****c: Constant term of equation.****y: The given y-axis point.**

## Historical Note

This Formula is made by **Jyotiraditya Abhay Jadhav,** an Indian Mathematical-Scientist.

## Derivation

Let the quadratic equation be :

Now at some given value of x the function of graph will give the value for point lying on y-axis

So, we can equate

(dividing all terms by a)

(adding on both sides)

Deriving the Jadhav Quadratic Formula.