You have bought a house today at the price of $500,000. In the next two years, you will get a rent of $50,000 each year. In year 3, there is no rent income but you will sell the house at the price of $800,000. Suppose the discount rate (interest rate) is always 10% each year. What is the present value at time zero for the rent income at year 1

Question

Business

Augie

17 June, 01:50

You have bought a house today at the price of $500,000. In the next two years, you will get a rent of $50,000 each year. In year 3, there is no rent income but you will sell the house at the price of $800,000. Suppose the discount rate (interest rate) is always 10% each year. What is the present value at time zero for the rent income at year 1

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Simon Horn · Answer 1

Present Value = $45,454.55

Explanation:

Giving the following information:

You will get a rent of $50,000 each year.

The discount rate is 10%.

To calculate the present value at time zero of the first rent, we need to use the following formula:

PV = FV / (1+i) ^n

PV = 50,000 / (1.10) = $45,454.55