The result of the expression $ 50,000 \times \left(\frac{1}{1.04^{11}}\right) $ is approximately 32,479.05.

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Here are five related questions for further exploration:
1. What does this calculation represent in financial terms, such as present value or depreciation?
2. How does this result change if the interest rate is increased to 5%?
3. What happens if the time period is shortened to 5 years?
4. Can this formula be applied to compound interest problems? How?
5. What is the formula for future value, and how is it related to this calculation?

**Tip:** The formula you used is a form of present value calculation, commonly used in finance to determine the current value of future cash flows.

Explore the concept of present value by calculating how much $50,000 is worth today at a 4% interest rate over 11 years. This problem explains the formula used and provides the exact result of approximately $32,479.05, relevant to financial calculations like depreciation or investment.

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