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Express the following expression using positive rational exponents.

$sqrt(4x^3)root{3}(y^4)$
1. $2x^(3/2) y^2$
2. $4x^(2/3) y^(3/4)$
3. $4x^(3/2) y^(4/3)$
4. $2 x^(3/2) y^(4/3)$
Express using radicals and integer exponents.

$(3x)^(2/3) y^(1/3)$
1. $root{3}{9x^2y}$
2. $(sqrt(27x^3)) / (y^3)$
3. $root{3}{3x^2y^3}$
4. $root{3}{9xy}$
Add: $-2sqrt3 + sqrt 75$
1. $3sqrt3$
2. $7sqrt3$
3. $-3sqrt3$
4. $-2sqrt3$
Which of the following is the correct domain for the function $f(x) = 5sqrt(x-3) ?$
1. ${x in RR | x >= 3}$
2. ${x in RR | x >= 0}$
3. ${x in RR | x >= 3/5}$
4. ${x in RR | x <= 3/5}$
Multiply: $4sqrt6 * 2sqrt3$
1. $24sqrt2$
2. $48sqrt3$
3. $24sqrt6$
4. $16sqrt3$