Summarize the following:
This app icon resembles a dark-blue "e". It's in the top-right corner of the Edge window. This option is at the bottom of the drop-down menu. It's near the bottom of the menu. This will open a window with folders on your computer listed. Click a folder that you want to set as your default download location. This will choose the folder you clicked as the default location for any subsequent downloads. You can also click the "Ask me what to do with each download" switch to have Edge prompt you for a confirmation before every download.

summary: Open Microsoft Edge. Click ⋯. Click Settings. Scroll down and click View advanced settings. Scroll down to the "Downloads" section and click Change. Select a folder. Click Select Folder.


Summarize the following:
If you are asked to write the reciprocal of a set of terms containing a radical, you will need to rationalize before simplifying. Use the method for monomial or binomial denominators, depending on whichever applies to the problem. 2−3{\displaystyle 2-{\sqrt {3}}} A reciprocal is created when you invert the fraction. Our expression 2−3{\displaystyle 2-{\sqrt {3}}} is actually a fraction. It's just being divided by 1. 12−3{\displaystyle {\frac {1}{2-{\sqrt {3}}}}} Remember, you're actually multiplying by 1, so you have to multiply both the numerator and denominator. Our example is a binomial, so multiply the top and bottom by the conjugate. 12−3⋅2+32+3{\displaystyle {\frac {1}{2-{\sqrt {3}}}}\cdot {\frac {2+{\sqrt {3}}}{2+{\sqrt {3}}}}} 12−3⋅2+32+3=2+34−3=2+3{\displaystyle {\frac {1}{2-{\sqrt {3}}}}\cdot {\frac {2+{\sqrt {3}}}{2+{\sqrt {3}}}}={\frac {2+{\sqrt {3}}}{4-3}}=2+{\sqrt {3}}} Do not be thrown off by the fact that the reciprocal is the conjugate. This is just a coincidence.

summary: Examine the problem. Write the reciprocal as it would usually appear. Multiply by something that can get rid of the radical on the bottom. Simplify as needed.


Summarize the following:
Don’t wait until you have mastered the technique in practice settings to apply it to your instrument. The only way to get better at it is to do it, so add the rest of your instrument as soon as you can make a sound using just your mouthpiece. Do not start with complicated music, or with songs at all. Instead, start by holding single notes, then move on to easy, repetitive exercises. This will let you continue to perfect your technique. Some registers will make this easier than others. You may find it easier to start with exercises that hit the higher part of your instrument’s range. Circular breathing can be mentally and physically tiring at first, so you might find it hard to keep it up for long. However, this doesn't mean that you should only practice once in a while. Instead, try three daily sessions of a few minutes each while you are learning the technique.
summary: Try it as soon as possible. Work your way up. Practice a little bit each day.