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In $3-29$ write each quotient in simplest form. Variables in the radicand with an even index are non-negative. Variables occurring in the denominator of a fraction are non-zero. $$\frac{\sqrt{12 a^{2}}}{\sqrt{4 a}}$$

$\sqrt{3 a}$

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Chapter 3

REAL NUMBERS AND RADICALS

Section 6

Dividing Radicals

Whole which of Numbers

Fractions and Mixed Numbers

Decimals

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In $3-29$ write each quoti…

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we want to express this In the simplest form, some little combine them to have one radical. So how 12 a square over for a So the numbers. I'm just going to divide them by the greatest common factor in this case it's for So it's low Divided by four gives us three and four divided before we give us one. So have to square a three a squared over a and you'll notice that we have the same base here. So whatever we have the same base, the different exponents. We're going to subtract er exponents. So this is spirit three and A to the two minus one. You two minus one just gives us one. So just seems to square, huh? Three A.

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The number 2 is also the smallest & first prime number (since every other even number is divisible by two).

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