Write a quadratic equation with 4/3 and 4 as its root. write the equation in the form ax^2+bx+c=0

When we have two roots that are known, b and c, then we say that we can form a polynomial in the form: a(x - b)(x - c) = 0, where a is a real number.
This means that there are two roots, b and c, and the complexity of the leading coefficient is situated as a, an arbitrary real number.

Thus, we can say that a polynomial with roots 4/3 and 4 is actually:





To find it in the form we want, let's distribute the a₁ into each term: