![]() The driving principle on this side is that implied multiplication via juxtaposition takes priority. ![]() On the "1" side, some people calculate, while others point out the distributive property. ![]() It can be reduced down to that: the teaching that " is always interchangeable with " determines the PEMDAS Paradox's answer to be. People on this side tend to say that can be replaced with at any time. This question – tend to calculate, or perhaps they write it as. Mechanically, the people on the "9" side – such as in the most Remembering what you were taught – it's just that you were taught differently. So you can stop that Twitter discussion and rest assured that each of you might be correctly Sides are substantially popular and there is currently no standard for the convention worldwide. Have been taught around the world, and the PEMDAS Paradox highlights their difference. Two slightly different interpretations of PEMDAS (or BODMAS, etc) Subtractions, working from left to right.
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