How to Solve factors of three degree polynomial || Factoring 3 degree polynomial

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Mathematics | Third Degree Equation. The quadratic equation, also known as the cubic equation, is a polynomial equation of degree 3 in the general form:

ax^3 + bx^2 + cx + d = 0

Where a, b, c and d are constants and x is the unknown variable. There are several techniques for solving cubic equations. In the video we have an incomplete third degree equation.

An incomplete third-degree equation is one that has no terms with either the second-order coefficient or the first-order coefficient.

There are a few ways to solve an incomplete quadratic equation, such as:

1. Cardano's Method: This method consists of transforming the quadratic equation into an equation of the type x³ + px = q, which can be solved using simple formulas. This method is quite complex and requires advanced knowledge in mathematics.

2. Factoring: In some cases, it is possible to factor the incomplete quadratic equation into two quadratic factors and a constant. Then you can solve the resulting equation using Bhaskara's formula.

3. Substitution: One of the simplest ways to solve an incomplete quadratic equation is to make a substitution.

Whichever method you choose, it's important to remember that quadratic equations can have three different solutions. If you got a solution, be sure to check if it's the only solution or if there are other possible solutions.

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