The roots of a quadratic formula are usually denoted by the symbols alpha (α) and beta (β). Here we learn more about how to find the derivative of a quadratic formula without finding the root of the formula. And additionally, see formulas for finding the sum and product of the roots of an equation.
The form of the derivative of a quadratic equation can be found without finding the root (α, β) of the formula. This is possible by taking the discriminant value, which is part of the formula for determining the quadratic equation. The value b2 - 4ac is called the discriminant of the quadratic formula and is also designated as 'D.' Based on differentiation, the form of the derivative of the quadratic formula can be deduced.
The form of the derivative of a quadratic equation can be found without finding the root (α, β) of the formula. This is possible by taking the discriminant value, which is part of the formula for determining the quadratic equation. The value b2 - 4ac is called the discriminant of the quadratic formula and is also designated as 'D.' Based on differentiation, the form of the derivative of the quadratic formula can be deduced.
