Getting the direct result of an equation is not complicated. What we really want to know is how to get to it correctly, but it is in that territory where most of the tools available on the Web abandon us, requesting subscriptions or premium accounts. As its name indicates, Alternate Math Solver is an alternative for solving mathematical problems, with a clean interface and all the advanced functions we need.
Faced with any doubt, all a user must do to solve equations is paste them into Wolfram Alpha, as long as the syntax is precise. This action became very popular thanks to the insufferable "riddles" that explore the order of operations (and whose comments on Facebook have the toxicity of plutonium), but if we try to visualize its solution step by step, Wolfram Alpha tells us we need a Pro account. Of course, there is a wide number of portals that imitate Wolfram Alpha and offer (to a certain extent) the possibility of studying the steps. However, there is something better: Alternate Math Solver
Alternate Math Solver to Solve Equations
The first advantage of Alternate Math Solver is that it is an offline tool, and its only online verification serves to search for updates. Once installed on the computer, it works the same as any other software-based calculator, although calling Alternate Math Solver a "calculator" sounds a bit unfair. Depending on our need, this software can shine solving basic algebra exercises, finding X, or entering an advanced circuit with sine-cosine-tangent, logarithms, and more. Technically there is support for alternative languages, but Spanish is not on the list.
Alternate Math Solver works very well, has no external dependencies, and is extremely lightweight, with just 2.5 MB of RAM consumed. The only detail I would like to mention comes down to a series of restrictions in the syntax when entering equations. For example: If I write something like "3x + 8 = 23" (that is, X=5), the program throws an "error 12" of number followed by an illegal symbol. Instead, if I reinterpret that as "3*x + 8 = 23", it presents the correct result without incident. Maybe it's a bit intimidating at first, but I'm convinced you'll master it completely in a matter of minutes.
