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How to simplify negative square roots

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in this lesson I'll show you several examples on how to simplify radicals with negative radicans in case you forgot the radicand is the part that goes within the radical and if a radical has a number out here that's called the index also keep in mind that when it comes to negative radicans the property the square root of a time's the square root of b is equal to the square root of a times b is only true for real numbers so you can't do this if a and B are negative instead you have to separate the negative part as the square root of negative 1 times the square root of a and switch that to the letter I and only then can you use this property let's do some examples simplify the square root of negative 1 0 8 so the very first thing that I'll do is write this down as the square root of negative 1 times the square root of 108 as I mentioned earlier this factor will be written as I and we have to find the square root of 108 it's not a pe

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