SPLDV Mixed Methods

A two-variable linear equation system using mixed methods is a method of solving a two-variable linear equation system that combines the elimination method and also the substitution method, where the two-variable linear equation system itself is two or more linear equations with the same variable values. And the system value of linear equations of two variables of the substitution method is the way of SPLDV settlement by replacing the variable with the temporary value to get the actual variable value.

While the system of linear equations of two variables using the elimination method is to remove one of a variable until leaving one other variable. So how to solve the system of linear equations of two variables with mixed or combination of this method can be said more easily and simple because it combines both ways. In completion the mixed method will first use elimination in search of one of the values ​​of the variable, and when the value is obtained then the result of the variable value is substituted to look for another variable.