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The image contains five financial math problems related to interest rates and compounding.

Here’s a breakdown of each question:

1. **Future Value Calculation with Daily Compounding**:
   - Calculate the future value or accumulated amount of a principal of $3,500,000 over 6 years and 9 months, using a 20% annual interest rate with daily compounding.

2. **Time Required for Future Value**:
   - Determine how long it will take for a capital of $2,500,000 to grow to $5,625,000, given a 24% annual interest rate with monthly compounding.

3. **Negotiation and Pricing of a Document**:
   - A $6,000,000 document was negotiated 2.5 years ago, maturing in 6 years. The interest rate is 3% bimonthly with semiannual compounding. The current value needs to be calculated under three alternatives:
     a) 1.8% annual interest, compounded quarterly.
     b) 2.1% annual interest, compounded semiannually.
     c) 2.4% effective interest rate.

4. **Present Value of a Document**:
   - A $7,500,000 document, with a term of 9 years and 6 months, at 12% annual interest compounded quarterly, is negotiated after 2 years and 9 months. Calculate its present value under two alternatives:
     a) 15% annual interest compounded semiannually.
     b) 15% annual interest compounded monthly.

5. **Debt Renegotiation**:
   - A company has the following debts: $10,000,000 due in 3 years, $5,000,000 due in 4 years and 6 months, and $8,000,000 due in 6 years and 9 months. The company plans to renegotiate by making a single payment in 2 years. Calculate the value of this payment, using an 18% annual interest rate compounded semiannually.

Would you like to focus on solving one of these problems first, or shall I proceed with all of them? Let me know if you need any clarifications!

Calcule el valor futuro o monto que acumulará un capital de $3,500,000 durante 6 años y 9 meses al 20% anual con capitalización diaria.

Learn how to calculate the future value of a $3,500,000 capital with daily compounding at a 20% annual interest rate over 6 years and 9 months. This financial math problem covers compound interest and time value of money concepts, suitable for university-level students.

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