The traditional science exam follows a predictable formula of how students will prepare in order to do well in an exam. Every class will have a mixture of every kind of student, but their are still general patterns.

I used to hate reading a text when someone would write with qualifying language (this was also prevalent in how many people I looked up to spoke). Why couldn’t they just go ahead and say the thing that they wanted to say? Why did their have to be language such as “this suggests” or “I can’t say for sure”? It would drive me insane because I believed that writing that made an impact doesn’t need this extra baggage surrounding statements.

When a scientific topic is covered in the media or talked about extensively, words like “proven” are often used. This word is often accompanied by a grandiose claim that seeks to impress people. Either this miraculous medicine is proven to work, or this diet is proven to be more effective. Everywhere we look in science communication, the word “proven” is there.

In mathematics, there’s a sense of play that must be achieved if one wants to really understand what is going on in mathematics. Contrary to what people might think, this sense of play and “just getting” mathematics is not some sort of genetic feature (or at the very least, not only genetic). It’s the result of immersing oneself in mathematics and freely playing with the concepts. After a long time, this play translates into what people call “intuition”.