it returns that I'm correct no matter what domain I use, when that wouldn't (or shouldn't) be accepted in the classroom. But if I check this mathematical query instead: then I would see that it confirms I am correct for #x > 0#, which makes sense because #lnx# is defined for #x > 0#, so we restrict #1/x# to #x > 0# when taking the integral.

If it gives you an answer it says is correct, it may be wrong by the standards of your classroom, or it may require math that you don't know.įor instance, if I were to use Wolframalpha to check this mathematical query:.

It's pretty good at being right about being wrong!

If it says you're wrong, then you have reason to doubt that you're correct.

It doesn't incorporate the nuances of a human being's brain, but instead tries to do problems by following a set algorithm.

In general, if you use Wolframalpha, since it is programmed by human beings to be automatic, it doesn't think like a human being. There are some other reasons for not using Wolframalpha right away, even for something relatively simple, including validity and scope.

On the other hand, if you have to do a seriously complicated problem and you simply can't figure out how to do it by hand (or shouldn't know how to do it by hand, even), definitely give Wolframalpha a shot.

Wolfram Knowledgebase Curated computable knowledge powering Wolfram|Alpha.Because it gives you an answer (might not be the one you're looking for) that works, but does not tell you how to get there unless you get a subscription AND bother to look yourself.Īnd you know what, the point of Socratic is to teach the process of getting to the answer, not giving you the answer without an effort to teach. Wolfram Universal Deployment System Instant deployment across cloud, desktop, mobile, and more.

Wolfram Data Framework Semantic framework for real-world data.

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