Sequalator

Equations can be difficult to calculate on paper, especially when you have to deal with a large number of variables. Such is the case of linear equations, which can contain almost any number of variables, depending on what you are trying to calculate.

Solve equations using the Gauss-Jordan method

Sequalator is a software solution that lends you a helping hand on the matter, by allowing you to quickly solve this type of equations using the Gauss-Jordan algorithm. Moreover, the application deals with a specific kind of calculations, namely linear simultaneous equations, while the aforementioned algorithm uses the elimination method to reach the results.
In order to introduce your data, all you have to do is enter the coefficients for every variable and then press the “Solve” button. The number of variables can be manually controlled by adding or subtracting from the total number using the designated buttons. In addition, you can also save them on your computer and reopen them later, so you do not have to take it from scratch every time you run the application.

Analyze the solution and track down any errors

After you enter all of the values and you proceed to receive the results, you can also choose to analyze the final solution and review any kind of errors. The analyzer window allows you to go over the actual solution to look for issues, or track down errors inside the equations by checking the L.H.S, difference and percentage.
The error analysis method can also be customized according to your preferences, by choosing to neglect differences below a certain threshold and obtaining the number of unequal equations in the set. Furthermore, you can also view the distribution of equations by percentage error, according to their range and total number.

In conclusion

Thanks to the simple way of loading the equations into the utility, Sequalator is a fast and efficient application that can greatly improve the way you tackle linear equations. In addition, the user interface is very intuitive and easy-to-use, with extensive explanations for every available function.