Final answer:
To solve 2²⁰²⁵-2²⁰²³, subtract the exponents while keeping the base the same. The simplified answer is 4.
Step-by-step explanation:
- To solve the expression 2²⁰²⁵-2²⁰²³, we need to understand the concept of exponents. In this case, both numbers have the same base (2) but different exponents (2025 and 2023).
- When subtracting numbers with the same base, we can simply subtract the exponents while keeping the base the same.
- So, 2²⁰²⁵ - 2²⁰²³ can be simplified to 2^(2025-2023)
- = 2²
- = 4.