1. The problem is to apply the exponent product rule which states that when multiplying two powers with the same base, you add the exponents. 2. The formula is: $$a^m \times a^n = a^{m+n}$$ where $a$ is the base and $m$, $n$ are exponents. 3. Here are 10 questions to practice this rule: 1. Simplify $$2^3 \times 2^4$$. 2. Simplify $$x^5 \times x^2$$. 3. Simplify $$5^1 \times 5^6$$. 4. Simplify $$a^7 \times a^3$$. 5. Simplify $$3^4 \times 3^5$$. 6. Simplify $$y^2 \times y^8$$. 7. Simplify $$7^0 \times 7^9$$. 8. Simplify $$b^{10} \times b^0$$. 9. Simplify $$4^3 \times 4^2$$. 10. Simplify $$z^6 \times z^1$$. Each question requires adding the exponents of the same base to simplify the expression.