This is a very simple question. I am almost embarrassed to ask, and I'm even a bit unsure whether this is the right place to post it.
I would like to know whether native right-to-left language speakers write mathematical equations left-to-right or right-to-left.
So for example, if you have $y = ax^2$, would you first write the square, then $x$, and so on, the same way I assume the natural language is written?
To be clear, here are things I am not asking:
- Whether order of evaluation changes. (I assume it must not: otherwise semantics would be different for non-commutative algebras).
- Whether the convention of left-hand-side and right-hand-side is different e.g. $ax^2 = y$
- Whether this affects the way a person would interpret the expression, or go about solving an equation.
And at risk of stating the obvious, you can't discern this by looking at written mathematics (e.g. wiki pages in a right-to-left language).