$$2^3$$  

(a)  

$$2^4$$  

(a)  

$$2^5$$  

(a)  

$$2^6$$  

(a)  

$$2^7$$  

(a)  

$$2^8$$  

(a)  

$$2^9$$  

(a)  

$$2^{10}$$  

(a)  

$$\sqrt[]{4}$$  

(a)  

$$\sqrt[3]{8}$$  

(a)  

$$\sqrt[4]{16}$$  

(a)  

$$\sqrt[5]{32}$$  

(a)  

$$\sqrt[6]{64}$$  

(a)  

$$\sqrt[7]{128}$$  

(a)  

$$\sqrt[8]{256}$$  

(a)  

$$\sqrt[9]{512}$$  

(a)  

$$\sqrt[10]{1024}$$  

(a)  

$$3^2$$  

(a)  

$$3^3$$  

(a)  

$$3^4$$  

(a)  

$$3^5$$  

(a)  

$$3^6$$  

(a)  

$$\sqrt[]{9}$$  

(a)  

$$\sqrt[3]{27}$$  

(a)  

$$\sqrt[4]{81}$$  

(a)  

$$\sqrt[5]{243}$$  

(a)  

$$\sqrt[6]{729}$$  

(a)  

$$4^2$$  

(a)  

$$4^3$$  

(a)  

$$4^4$$  

(a)  

$$4^5$$  

(a)  

$$\sqrt[]{16}$$  

(a)  

$$\sqrt[3]{64}$$  

(a)  

$$\sqrt[4]{256}$$  

(a)  

$$\sqrt[5]{1024}$$  

(a)  

$$5^2$$  

(a)  

$$5^3$$  

(a)  

$$5^4$$  

(a)  

$$\sqrt[]{25}$$  

(a)  

$$\sqrt[3]{125}$$  

(a)  

$$\sqrt[4]{625}$$  

(a)  

$$6^2$$  

(a)  

$$6^3$$  

(a)  

$$6^4$$  

(a)  

$$\sqrt[]{36}$$  

(a)  

$$\sqrt[3]{216}$$  

(a)  

$$\sqrt[4]{1296}$$  

(a)  

$$7^2$$  

(a)  

$$7^3$$  

(a)  

$$\sqrt[]{49}$$  

(a)  

$$\sqrt[3]{343}$$  

(a)  

$$8^2$$  

(a)  

$$8^3$$  

(a)  

$$\sqrt[]{64}$$  

(a)  

$$\sqrt[3]{512}$$  

(a)  

$$9^2$$  

(a)  

$$9^3$$  

(a)  

$$\sqrt[]{81}$$  

(a)  

$$\sqrt[3]{729}$$  

(a)  

$$11^2$$  

(a)  

$$12^2$$  

(a)  

$$13^2$$  

(a)  

$$14^2$$  

(a)  

$$15^2$$  

(a)  

$$16^2$$  

(a)  

$$17^2$$  

(a)  

$$18^2$$  

(a)  

$$19^2$$  

(a)  

$$20^2$$  

(a)  

$$21^2$$  

(a)  

$$22^2$$  

(a)  

$$23^2$$  

(a)  

$$24^2$$  

(a)  

$$25^2$$  

(a)  

$$\sqrt[]{121}$$  

(a)  

$$\sqrt[]{144}$$  

(a)  

$$\sqrt[]{169}$$  

(a)  

$$\sqrt[]{196}$$  

(a)  

$$\sqrt[]{225}$$  

(a)  

$$\sqrt[]{256}$$  

(a)  

$$\sqrt[]{289}$$  

(a)  

$$\sqrt[]{324}$$  

(a)  

$$\sqrt[]{361}$$  

(a)  

$$\sqrt[]{400}$$  

(a)  

$$\sqrt[]{441}$$  

(a)  

$$\sqrt[]{484}$$  

(a)  

$$\sqrt[]{529}$$  

(a)  

$$\sqrt[]{576}$$  

(a)  

$$\sqrt[]{625}$$  

(a)