As all the arrows are going below the line so it is take. N as Disbursement(going out of money).
So present worth= Future worth divide by (1+i)^n.
n is the no of year.
Present worth= 400+ (200/(1+.1)^1)+ (200/(1+.1)^2)+0+(20/(1+.1)^4)+(40/(1+.1)^5)+(60/(1+.1)^6)+(80/(1+.1)^7)+(100/(1+.1)^8)+(120/(1+.1)^9)+(140/(1+.1)^10)
Present worth= 400+181.818+165.289+0+13.66+24.836+33.868+41.052+ 46.650+50.891+53.976
Present worth = 1012.04 (answer)
Calculate the present worth o per year 20 200 200 Но。 So 100 120 l40
Calculate the present worth of 20 uniform payments of $10,800 that begin 1 year from now at an interest rate of 14% per year. The present worth is?
100 139 156 80 O 60 4 40 20 0.0 120 160 200 0.0 40 80 m/z (a) The measured ratio of M/M 1 of the ion at 139/141 in the above spectrum is 100/8 What is the maximum number of carbon atoms present in the fragment? 2 for ions at 156/158, 139/141 and 111/113 is (b) The observed ratio of M IM approximately 3:1. What element must be present?
Calculate the present worth of the Alternative "A". Assume the interest rate is 2% per year, compounded annually. Alternative A Initial cost $1,000,000 Annual maintenance cost $50,000 Overhaul cost every 4 years $200,000 Salvage value $400,000 Useful life 40 years
Problem 2 (20 Points Total) Calculate the present worth of 10 uniform payments of $8000 that begin (a) 1 year from now at an interest rate of 10% per year, (b) 2 years from now at an interest rate of 10% per year.
What is the present worth of a $50,000 bond that has an interest of 20% per year payable quarterly? The bond matures in 5 years. The interest rate in the marketplace is 10% per year, compounded semiannually. Please do not use excel.
Find the present worth of $4000 the first year, increasing by $1000 per year. The interest rate is 8%, and n equals 5. Draw a cash flow diagram and show your work. A lottery pays the winner $1 million, in 20 equal payments of $50,000. The payments are received at the end of the year, and the winner's interest rate is 12%. What is the present worth of the winnings?
Calculate the present worth of the following cash flow: 4% per year 2 1000 $1,500 $2,000 $2,500 $3,000
You are planning to withdraw $100 in Year 1, $150 in Year 3, and $200 in Year 5, At a 5% interest rate. what is the present worth of these withdrawals?
o A retailer expects to sell about 200 units of a product per year. The storage space taken up in ihi by one unit of this product is to cost $20 per year. The cost associated with ordering is $35 per order, interest rates are expected to remain close to 10% per year and the total cost of one unit is $100. (a) What is the economic order quantity? (b) Calculate the total annual cost, (c) Suppose, for administrative convenience,...
1. Calculate the total present worth of the following series of cash flows at i=18% per year. | | | | | | | Year | Cash Flow, $ 0 460 1 460 2 460 3 460 4 460 5 460 6 460 7 -5000