Question

In: Finance

You are considering two insurance offers. The first offer are annual payments of $50,000 for 5...

You are considering two insurance offers. The first offer are annual payments of $50,000 for 5 years with the first payment made at the end of the first year. The other offer is the payment of one lump sum amount today. You are trying to decide which offer to accept given the fact that your discount rate is 12 percent. What is the minimum amount that you will accept today if you are to select the lump sum offer?

a.

$180,238.81

b.

$195,618.19

c.

$201,867.47

d.

$197,548.43

e.

$214,142.50

Solutions

Expert Solution

What is the minimum amount that you will accept today if you are to select the lump sum offer

=CF/(1+r)^1+CF/(1+r)^2+CF/(1+r)^3+CF/(1+r)^4+CF/(1+r)^5

=CF*((1-(1+r)^(-n))/r)

=50000*((1-(1+12%)^(-5))/12%)

=180238.81

the above is answer..


Related Solutions

You are considering two insurance settlement offers. The first offer are annual payments of $50,000 for...
You are considering two insurance settlement offers. The first offer are annual payments of $50,000 for 5 years with the first payment made at the end of the first year. The other offer is the payment of one lump sum amount today. You are trying to decide which offer to accept given the fact that your discount rate is 12 percent. What is the minimum amount that you will accept today if you are to select the lump sum offer?...
your parents have made you two offers. the first offer includes annual gifts of 5000, 6000,...
your parents have made you two offers. the first offer includes annual gifts of 5000, 6000, and 8000 at the end of each of the next three years, respectively. the other offer is the payment of one lump sum amount today. you are trying to decide which offer to accept given the fact that your discount rate is 6.2%. what is the minimum amount that you will accept today if you are to select the lump sum offer?
You purchase a life insurance policy which involves making 5 annual premium payments (the first payment...
You purchase a life insurance policy which involves making 5 annual premium payments (the first payment starting today). The original premium is $1800 and the premium increases 4% each year. Now assume the insurance company offers you a level payment plan that has the same present value as the payment stream above but where all the premiums are the same. If the insurance company earns 10% compounded annually on its assets, what would the level payments be?
1. A Life Insurance company offers a perpetuity that pays annual payments of $20,000. This contract...
1. A Life Insurance company offers a perpetuity that pays annual payments of $20,000. This contract sells for $320,000 today. What is the interest rate? 2. Noly Corp. issued preferred stock at $1,000 with a 5.8% dividend. The current rate of return investors require is 6.0%. What is the maximum price investors would be willing to buy for the preferred stock? 3. Crinkle Inc. is selling a product that it expects will generate cash flows of $715,000 every year. The...
A bank offers you two rates. The first is a 5% rate on a 30 year...
A bank offers you two rates. The first is a 5% rate on a 30 year self liquidating mortgage for 75% of the 400,000 value. The second option is 7.5% for 90% financing also on 30 year amortization. What is the marginal cost of borrowing How do I do this in financial calculator please explain. Below is the answer and step but I do not understand it. Help me please. Deal 1 Deal 2 Differnce Amortization 30 Amortization 30 30...
You have a 10 year loan for $50,000 and you make annual payments. The interest rate...
You have a 10 year loan for $50,000 and you make annual payments. The interest rate is 6% annual compounded quarterly. a) What are your annual payments? b) If the inflation rate is 3.2% annual compounded monthly, what is the purchasing power of your final payment in year 2 dollars? c) What are the equal annual payments in year 2 constant dollars with the above inflation rate? d) What is the total interest paid in year 2 constant dollars with...
You are evaluating two alternative financing arrangements. The first arrangement requires twenty annual payments with the...
You are evaluating two alternative financing arrangements. The first arrangement requires twenty annual payments with the first payment of $10,000 made in a year, while the second arrangement requires that each payment be made a year earlier but is otherwise similar to the first arrangement. (a) If payments subsequent to the first increase at an annual rate of 5%, and the financiers require a 10% return on both arrangements, calculate how much more capital the financiers would be willing to...
Would it be possible for private insurers to offer a form of private insurance that offers...
Would it be possible for private insurers to offer a form of private insurance that offers to pay loss of use/business interruption coverage to business organizations for their loss of income and continuing expenses for such future pandemic incidents. Your paper would have to discuss the characteristics of a pandemic and the appropriateness of such an event as an insurable loss for private insurers.
You borrow a GPM of $50,000 with annual payments and 3- year term. The interest rate...
You borrow a GPM of $50,000 with annual payments and 3- year term. The interest rate is 10% and the payment factors from years 1 to 3 are as follows: 50%, 50% and 100% Questions: 1.What are the annual payments for years 1 to 3? 2.What is remaining balance at the end of year 1? 3.What are interest payment and principal payment for years 1 to 3?
You are the beneficiary of a life insurance policy. The insurance company offers two options for...
You are the beneficiary of a life insurance policy. The insurance company offers two options for receiving the proceeds: a lump sum of $50,000 today or payments of $550 a month for ten years. If you can earn 6%, compounded monthly, which option should you take and why? a. Accept the lump sum because the payments are only worth $49,540.40 today. b. Accept the monthly payments because they are worth $51,523.74 today. c. Accept the payments because they are worth...
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT