The numbers you've provided seem to be in **hexadecimal (base 16)** format. Let's convert both numbers into decimal (base 10), and then perform the division.

1. **Convert hexadecimal to decimal:**

   - \( 20000000000000000_{16} \) (hexadecimal) 
   - \( 3FFFFFFFFFFFFFFFF_{16} \) (hexadecimal)

Let's start with converting both of them, then divide the results.Here are the results of the conversion and division:

1. \( 20000000000000000_{16} \) in decimal is \( 36,893,488,147,419,103,232 \).
2. \( 3FFFFFFFFFFFFFFFF_{16} \) in decimal is \( 73,786,976,294,838,206,463 \).

When we divide these two numbers, the result is approximately \( 0.5 \).

Would you like more details or have any questions? Here are some related questions:

1. What are other common operations between hexadecimal numbers?
2. How do you convert between different number systems (binary, decimal, octal, etc.)?
3. Why is hexadecimal used frequently in computing and programming?
4. What is the significance of powers of two in hexadecimal representation?
5. How can we apply bitwise operations on hexadecimal numbers?

**Tip:** When working with hexadecimal numbers in programming, remember that they can often represent large values in a compact form, and bitwise operations are commonly used.

Discover how to convert large hexadecimal numbers, such as 20000000000000000 and 3FFFFFFFFFFFFFFFF, to decimal and perform division. This guide explores key mathematical concepts, including hexadecimal to decimal conversion and division, suitable for students in Grades 10-12.

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