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If you invest $5,855 today at an opportunity cost rate equal to 9 percent, compounded monthly, your investment will be worth $10,027 in six (6)

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If you invest $5,855 today at an opportunity cost rate equal to 9 percent, compounded monthly, your investment will be worth $10,027 in six (6) years. Assume (1) there is no risk associated with the investment such that the future amount of $10,027 is guaranteed and (2) all investors have only one opportunity cost rate, which is 9 percent, compounded monthly. Which of the following statements about investors' preferences is correct? O Investors should prefer to receive $5,855 today, because it is always better to have money today rather than wait to receive money in the future. O Investors should prefer to receive $10,027 in six years, because it is $4,172 greater than the $5,855 that can be received today, Investors should prefer to receive $5,855 today, because it can be invested now and will most likely accumulate enough interest to ensure its value in six years is greater than $10,027. O Investors should flip a coin to decide which option to choose, because, under the circumstance given both options provide exactly the same value to them

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