What is the calculated future value of $300,000 after four years at a 10% discount rate?

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Multiple Choice

What is the calculated future value of $300,000 after four years at a 10% discount rate?

The key idea is how money grows with compounding: future value equals present value times (1 plus the annual rate) raised to the number of years. So with 300,000 now, a 10% annual rate, for four years, you compute (1.10)^4 = 1.4641. Multiply by 300,000 to get 439,230. Rounding to the nearest hundred gives about 439,200. That matches the correct choice. Choices like 300,000 would imply no growth, while 500,000 or 341,530 reflect different rates or compounding assumptions.

The key idea is how money grows with compounding: future value equals present value times (1 plus the annual rate) raised to the number of years. So with 300,000 now, a 10% annual rate, for four years, you compute (1.10)^4 = 1.4641. Multiply by 300,000 to get 439,230. Rounding to the nearest hundred gives about 439,200. That matches the correct choice. Choices like 300,000 would imply no growth, while 500,000 or 341,530 reflect different rates or compounding assumptions.

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