Mathematics Educators Stack Exchange is a question and answer site for those involved in the field of teaching mathematics. It's 100% free, no registration required.

Sign up
Here's how it works:
  1. Anybody can ask a question
  2. Anybody can answer
  3. The best answers are voted up and rise to the top

Background: I'm teaching mathematics at a high school with emphasis on mathematics and natural sciences. Usually, pupils at our school have to buy a calculator (TI-89) and we work with those during class and sometimes they are allowed to use them for exams too. Recently, it has been proposed to work with tablets instead of conventional calculators. There has been a poll at the most recent meeting of the maths teachers giving the following result:

For the next school year, each maths teacher decides on his own whether his students buy a conventional calculator or a tablet.

I myself think that conventional calculators are a lot easier to use, don't provide too much or too little information (as opposed to e.g. wolframalpha for students at that stage) and also at our local universities' exams, no tablets are allowed but only calculators.

Question: Do you think high school students should have to stick to conventional calculators or what clear advantages are there in switching to tablets instead?

share|improve this question
If I were a student, I'd love to be allowed to use a tablet with Emacs Calc (see onboard. More seriously: the problem with tablets is that you can't really enforce not having certain apps or internet connection. – mbork May 28 '14 at 19:43
In order to answer this question, it seems like we would need to see some examples of problems that you are planning to give them for which electronic devices might be helpful. – Trevor Wilson May 28 '14 at 22:31
My tablet runs several very good emulators of calculators. You can do a lot more with a tablet, so I'd go for that. But clearly using it in exams is a big problem... but higher-end calculators can also be perfectly used to carry a cheat sheet. – vonbrand May 28 '14 at 23:36
@mbork, with Maxima, GAP and even sagemath running on lower-end tablets, emacs calc would be the least of my worries – vonbrand May 28 '14 at 23:38
@vonbrand: fair enough, but as a person who tries to move as much as possible of my (digital) life into Emacs, Calc is a nice choice. (Also, Maxima has an Emacs interface, too;). GAP is of no use for me, and I don't like Sage too much.) – mbork May 29 '14 at 6:23

My answer would be neither. A TI-89 is \$80, which is a lot of money for many families, and the functionality it provides beyond that of a \$5 calculator is hardly ever needed. I don't own a graphing calculator myself, so I can't see forcing my students to buy one. A tablet is even more money and even more overkill.

If this is a public high school in the US, isn't it illegal to force students to pay for either of these things? IIRC there have been lawsuits recently over schools' attempts to force families to buy supplies like kleenex, pencils, etc. Many state constitutions mandate free and compulsory K-12 education.

share|improve this answer
This is a public high school in Switzerland. – Huy May 28 '14 at 20:44
+1 While I believe it is no kind of problem for students to have access to computational resources in the course (what better way to experiment and develop a certain kind of intuition), almost any option is better than a graphing calculator. I don't like the business model of most tablets, so I can't really get behind that either. I could envision a compromise in which students use a tablet to log in to a Sage server or some such thing. – ncr May 28 '14 at 22:07
"business model of most tablets" - what does this mean, exactly? – JoeTaxpayer May 28 '14 at 22:58
This might be a little controversial (and it is certainly based on limited experience), but I feel when you buy a tablet, you don't really own it, it's more that you're leasing it from the company. You have to buy their apps from their store (something they make so easy a baby could do it) and you can't easily access the inner workings of the machine even thought it's yours (a conscious choice on their part). – ncr May 29 '14 at 0:31
@ncr: really? I thought you could root an Android device and install some open source Android fork quite easily. Also, I guess you can install apps other than those from Google Play Store. – mbork May 29 '14 at 6:27

I think there are (at least) three different issues here, which do not benefit from being confounded with each other.

First, yes, there is the literal issue of cost. Requiring tablets as opposed to inexpensive calculators, if paid for by parents, would be an example of a "regressive tax", and a bad thing.

But, first-part-b, while a calculator would not be perceived as good for much "outside of school", a tablet does have many other uses.

The second issue, ignoring cost, is whether this is an instance of closing the barn door after the horse is out of the barn. That is, relatively inexpensive computers are widely available. Phones are ubiquitous. Kids are familiar with many aspects of that interface, while less so with calculators. Why not try to play into existing competence? Further, making "math class" somehow deliberately and ostentatiously disconnected from the rest of the day and context doesn't help our cause. I loathe the idea of math class as an environment with artificial strictures, artificial rules, and denial of the obvious ambient culture.

Third, at a more technical level, why not teach the low end of genuine, long-term-useful computer systems? The incidental hazard that we can't stop them from finding and using software that trivializes the tasks we might want to give them is as much an indicator that we need to redesign those tasks, rather than that we have to work hard to constrain the environment. "Teacher as rule-enforcer" is not the happiest role.

share|improve this answer
Phones are ubiquitous. But smart phones aren't. Many kids have dumb phones because their families can't afford a smart phone or don't see it as good value for their child. – Ben Crowell Jun 3 '14 at 20:45

i think the answers here are all very useful and thought out, i would like to add one thing.

Tablets are not and likely will never be allowed to be used on standardized tests (SAT, ACT, AP, GRE, Praxis, etc) but (most) graphing calculators are. I would strongly suggest to at least expose students to graphing calculators and their more useful functions and capabilities because it is possible that comfort with the more advanced features of a graphing calculator could make or break a students score on said standardized test/s.

share|improve this answer
Is a graphing calculator really going to help you more than a $5 calculator on the SAT? I'm skeptical. – Ben Crowell Feb 18 '15 at 17:26
@BenCrowell: I run the PSAT at our school and advise on the SAT. The College Board, in its documents, states that research has shown that usage of a graphing calculator does correlate strongly with better scores. A regular calculator also helps more than no calculator but not as much as a graphing one. This is despite the fact that SAT math questions are designed to be answered without a calculator. --I have not seen that research myself but it sounds reasonable. – Rory Daulton Feb 18 '15 at 21:24
@RoryDaulton is any of that info online? I have been skeptical about Graphical Calculators (seem very clunky compared to tablets), but I have talked to Calculus teachers that consider them to be indispensable. The school rents them out to kids that can't afford to buy them. – Richard Feb 18 '15 at 23:44

This may not be directly answering your question, but I would suggest, if it is possible with your specific content matter, allowing students to make the choice of

  • tablet
  • calculator
  • smartphone
  • computer
  • etc.

The MAA's calculus text is a good example of one way that tablets could be used fruitfully. I don't require ANY technology other than access to something that can do roots and logs, but even for graphing there are so many downloadable apps, as well as even Google plotting in modern browsers, that you may not need to require any one technology.

All that said, you may need uniformity for other reasons (such as standardized exam, internet, whatever), in which case this wouldn't apply. But if there is no particular reason to enforce uniformity in technology, this might be a nice solution.

share|improve this answer

I'd go with a graphing calculator. I can't imagine a scenario where a tablet would be more useful in math class than a graphing calculator. Besides, I think my TI-84 Plus made it through a full year of precalculus class, which involved a lot of calculator use. I'd like to see a tablet make it through a full year in a similar setting.

share|improve this answer
There are full CAS (like maxima) that run on tablets. Or run an emulator of a graphing calculator on the tablet. – vonbrand Jun 2 '14 at 21:07

Choose calculators.

Both TI and Casio make very capable ones and it does not sound as if your school has a well-established policy or plan for deploying school-managed tablets, deploying educational software or handling the issues involved in Bring Your Own Device. Until that is worked out you need to be very wary of tablets, phablets and phones.

Mobile devices in the classroom can be a fabulous resource, but they are also a huge distraction and lead to many, many places other than the lesson at hand. If you allow them in your classroom you will have the impossible task of checking whether the use is legitimate calculation or reference work or playing Temple Run. I confiscate all mobile phones unless I have given explicit permission for their use.

By imposing a very short list of standard calculators (we allow two models from Casio and TI) for all your maths/science/economics classes you remove all of the "but I just need my phone for this calculation" excuses and you also know what the calculator is capable of.

My third years (eighth grade US) have the simpler models with basic arithmetic and scientific functions, which are quite cheap. The fourth-years (ninth US) upgrade to a graphing calculator and much of our material references the calculator too.

Many devices (also the high-end calculators) are capable of algebra and differentiation and would allow students to answer test questions without understanding the techniques involved. Once those skills are in place and tested this becomes less of an issue.

share|improve this answer

Your Answer


By posting your answer, you agree to the privacy policy and terms of service.

Not the answer you're looking for? Browse other questions tagged or ask your own question.