👉 In mathematics, iarovization is a method of algebraic manipulation used to simplify expressions. It involves performing operations on variables that are common in algebraic equations and simplifying them by reducing their coefficients. The goal of iarovization is to make an expression easier to manipulate or solve for its roots. For example: 1. Consider the equation: \(x^2 + 3xy - 4y^2 = 0\) 1. iarovize the equation: \((x
