Radicals Review

$$-10\sqrt[]{13}$$

$$-20\sqrt[]{13}$$

$$-5\sqrt[]{13}$$

$$\sqrt[3]{r^{15}s^6}$$

$$r^{12}s^3$$

$$r^5s^2$$

$$\sqrt[]{r^{15}s^6}$$

Chick-fil-A

Wendy's

Tropical Smoothie

McDonald's

$$\frac{\left(\sqrt[]{25}\cdot\sqrt[]{2}\right)}{\sqrt[]{81}}$$

$$\frac{\left(5\sqrt[3]{2}\right)}{9}$$

$$\frac{\left(5\sqrt[]{2}\right)}{9}$$

$$\frac{\sqrt[]{50}}{\sqrt[]{81}}$$

$$\frac{4}{9}$$

$$\frac{\sqrt[]{4\cdot3}}{\sqrt[]{9\cdot3}}$$

$$\frac{3}{2}$$

$$\frac{2}{3}$$

$$2\sqrt[]{45}-7\sqrt[]{30}$$

$$3\sqrt[]{30}-105\sqrt[]{2}$$

$$6\sqrt[]{5}-7\sqrt[]{30}$$

Trombone

Flute

Clarinet

Trumpet

$$-100\sqrt[]{63}$$

$$-4\sqrt[]{63}$$

$$-12\sqrt[]{7}$$

$$4a^3\sqrt[3]{6a}$$

$$4a^3\sqrt[]{6a}$$

$$2a^3\sqrt[3]{6a}$$

$$2\sqrt[3]{48a^{10}}$$

Jersey

Samson

Remi

Sammy