

So how do you know what each key combo gets you? Don't worry – your Mac can tell you. Well, did you know – your basic English-language keyboard is hiding all those special characters right in (almost) plain sight?īy holding the option key and pressing any of the letters/numbers/punctuation marks, you can create a completely different character than what's printed on your keyboard. What if you need to type some math symbols? Or the symbol for the Euro currency? You'll need more than just accent options.

And you can always bookmark this article in case you forget :). Once you memorize these combinations, you can incorporate the keystrokes right into your typical typing flow.

And it does slow down your flow, especially if you're typing a whole article in another language. But it doesn't always include all accents in every language. This method works well if you don't mind the time it takes for that little accent menu to pop up. So, for example, if you wanted the second option, above, you'd press and hold e, then press 2 (or press the right arrow key once and then enter). You can also use the left and right arrow keys (and enter) to select which one you want. When you see the type of accent you'd like to add, just type that number and the accent will be added to the letter. Simply press and hold the key on which you'd like the accent to appear, and a number of options will come up above the letter, like this: Press and hold accent method If you're not in a rush and you want to see all the common accent options at a glance, there's an easy way to do that. In this article, we'll go through the main methods so you can add accents to your text with ease. You know, like voilà, olé, or über.įortunately, there are a couple easy ways to do this on a Mac.
#Alt mac shortcuts symbols how to#
Solution: 16t 2 + 4s 2 + 9z 2– 16ts + 12sz – 24zt is of the form Identity V.If you're writing in a language other than English, you'll likely need to know how to include accent marks. The factor (m 2 – 1) factorized using Identity III where a = m and b = 1. Solution: (m 4 – 1) is of the form Identity III where a = m 2 and b = 1. Thus, it is of the form Identity I where a = z and b = 1. Solution: (z+ 1)(z+ 1) can be written as (z + 1) 2.
