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ahrayia [7]
2 years ago
14

Introduction to the future value of money Aa Aa Under the concepts of the time value of money, you can determine the future valu

e of an amount invested today that will earn a given interest rate over a given amount of time. This technique can be used to calculate the future value of (1) a single receipt or payment made or (2) a series of receipts or payments Dakota and Gabriella are sitting together, with their notebooks and textbooks open, at a coffee shop. They've been reviewing the latest lecture from Dr. Phillips's financial management class by asking each other questions. Today's topic addressed the calculation of future values for both simple and compound interest-earning accounts. Complete the missing information in the conversation that follows. Round your final answer to all computations to two decimal places. However, if you compute any interest factors as an intermediate step in your calculations, round them to four decimal places Dakota So, why is it important to be able to calculate the future value of some amount invested? Gabriella First, remember that the amount invested is usually called and the amount earned during the investment period is called calculate a future value so that you can know in advance what a given amount of principal will be worth after earning a specified It is important to be able to for a known Dakota OK, I understand that, and I know the amount of principal invested today can be called the value of the investment, whereas the amount realized after the passage of t period of value. But what causes the present and future values to be different time is called its values? Gabriella Two things cause the present and future values to be different amounts. First, the earned during the investment period causes the future value to be greater than, equal to, or less than the present value. Second, the method used to calculate the interest earned-that is, whether the account pays amount by which the future value differs from the present value interest-determines the
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1 answer:
nika2105 [10]2 years ago
8 0
So what to do hear what’s the answers
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7. Valuing semiannual coupon bonds Bonds often pay a coupon twice a year. For the valuation of bonds that make semiannual paymen
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The value of the Treasury note is $849,059.88 and this is selling at a discount.

The value of a treasury note depends on different factors such as:

  • The initial value
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Considering these aspects, let's calculate the value of the treasury note

Initial value: $1,000,000

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Let's consider now the number of periods and the yield to maturity

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Finally, you can use the PV formula to calculate the value:

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PV =$849,059.88

Based on this, the value of the note is $849,059.88, and you can conclude this is selling at a discount because this value is lower than the initial value of 1,000,000.

Learn more in: brainly.com/question/12881737

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