Units

Following the conventions of the English-speaking world, a . $.$ should be used to separate the decimal part of a number from the integral part, not , $,$ as is common in some languages. This is because commas are already reserved for separating mathematical notation such as arguments of multivariate functions, elements of a set, and the coordinates of ordered tuples.

It is preferable to write scientific or engineering notation like this: $4.15 \times10^{n}$. The $\mathcal{MathJax}$ markdown for our example is 4.15\times10^{n}. It is recommend that you not precede or follow \times with positive nor negative spaces because \times takes care of spacing on its own.

Units

Following the conventions of the English-speaking world, a period . should be used to separate the decimal part of a number from the integral part, not a comma , as is common in some languages. This is because commas are already reserved for separating mathematical notation such as arguments of multivariate functions, elements of a set, and the coordinates of ordered tuples.

It is preferable to write scientific or engineering notation like this: 4.15\times10^{n} $4.15 \times10^{n}$. The spacing around \times $\times$ is taken care of on its own, so there is no need to insert the spacing manually.

Seeing as we are not calculators, it is preferable to fully write without abbreviation \times10^{n} $\times10^{n}$ when scientific or engineering notation is helpful or necessary. Do not precede or follow this markdown with positive nor negative spaces; \times takes care of that on its own.

It is preferable to write scientific or engineering notation like this: $4.15 \times10^{n}$. The $\mathcal{MathJax}$ markdown for our example is 4.15\times10^{n}. It is recommend that you not precede or follow \times with positive nor negative spaces because \times takes care of spacing on its own.

Units

Units