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sergey [27]
3 years ago
5

You are going to deposit $26,000 today. You will earn an annual rate of 6.1 percent for 11 years, and then earn an annual rate o

f 5.5 percent for 14 years. How much will you have in your account in 25 years?
Business
1 answer:
yawa3891 [41]3 years ago
5 0

Answer:

Total value in the account after 25 years = $105,530.26

Explanation:

The value of an amount invested at a certain rate of return for certain number of years where interest compounded annually is known as the future value.  

The future value of an investment can be determined using the future value formula. This formula is stated below:

FV = PV × (1+r)^(n)

FV - Future Value , PV- Present Value, r-rate of return, n- number of years

<em>For the first compounding, 6.1% for 11 years</em>

<em>PV - 26,000, r- 6.1% and n- 11</em>

FV = 26,000 × (1.061)^11 = 49,870.367

<em>For the second round of compounding at 5.5% for 14 years</em>

<em>PV - </em> 49,870.367 , r -5.5%, n- 14

FV = 49,870.367× 1.055^14 = 105,530.259

Total value in the account after 25 years = $105,530.26

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Answer:

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And Assuming that interest rates remain constant, the T-note’s price is expected to Increase.

Explanation:

A. $698,494.97

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C. $838,193.96

D. $440,051.83

Solution:

First we need to see which among the four options is the correct value.

For that we need to find the rate:

Rate = Yield to Maturity/2

Yield to Maturity = 11%

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Rate = 11/2

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Now, we need to find the Nper ( Number of periods for the loan)

Nper = 5 x 2 = 10 years.

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Now, we need to find PMT which is a financial function used to calculate the amount to be paid for the loan based on constant payments and interest.

PMT = (3%/2) x par value

PMT = (3%/2)x 1,000,000

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For this we need to use PV function on excel.

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Price = - PV(Rate, Nper, PMT, FV)

Plugging the values in Excel like this and we get:

Price = -PV (5.5%,10,15000,1000000)

Price = $698,494.97

Hence, A = $698,494.97 is the right answer.

And Assuming that interest rates remain constant, the T-note’s price is expected to Increase.

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