In which of the following circumstances would ASU 2020-04 related to changes in reference rates apply? O a Change from one reference rate leg. LIBOR) to another permissible reference rate in accordance with GAAP due to reference rate reform during the period of March 12, 2020 and December 31, 2022 (unless further extended by FASE O b. Change between any permissible reference rate Topic 815 related to derivatives and hedge accounting between the period of March 12, 2020 and December 31, 2022 for any mason Oc. Any change in LIBOR to another permissible reference rate at any time post March 12, 2020 O d. Any change from a permissible reference rate to LIBOR at any time post March 12, 2020.
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- Consider price quotes and characteristics for two different bonds:Bond A Bond BCoupon Payment Annual AnnualMaturity 3 years 3 yearsCoupon Rate 10% 6%Yield to Maturity 10.65% 10.75%Price 98.40 88.34At the same time, you observe the spot rates for the next three years:Term Spot (Zero-Coupon) Rates1 year 5%2 years 8%3 years 11%Demonstrate whether the price for either of these bonds is consistent with the quotedspot rates. Under these conditions, recommend whether Bond A or Bond B appears tobe the better purchase.1. Jenkins Security has learned that a rival has offered to supply a parking garage with security for ten years for $45,000 up front and a further $15,000 per year. If Jenkins Security offers to provide security for eight years for an upfront cost of $60,000 and a separate yearly payment, by what maximum amount can this yearly payment be over $10,000, so that Jenkins' offer matches the equivalent annual annuity of their rival's offer? (Assume a cost of capital of 5%.)2. A present obligation of $20,000 is to be repaid in equal uniform annual amounts, each of which includes repayment of the debt principal and interest on the debt, over a period of five years. If the interest rate is 10% per year, what is the amount of the annual repayment? 3. You have an investment opportunity that costs $35,000 and eight years later pays a lump-sum amount of $100,000. What interest rate per year would be earned on this investment?
- ya ETO J. TIN 3 EXERCISE-8 PRESENT ECONOMY 1. A contractor who was awarded a P4,500,000.00 contract to build a dam failed to finish the work on time. As provided for in the contract, he has to pay a daily liquidated damages equivalent to one-fourth of one percent of the contract price for the first 10 days of the delay, one-half percent per day for the next ten days and one percent per day for every day thereafter. If the total penalty was P607,500.00, how many days was the completion of the contract delayed? ES P 4500000"If you purchase a car from a certain dealership, you expect to have four free oil changes per year during the five years you keep the car. Each oil change would normally cost you $26.61. If you save your money in a mutual fund earning 4.55% per quarter, how much are the oil changes worth to you at the time you buy the car?" A) 538.76 B) 493.01 940.54 D 264.48 E) 472.68Assume I won 8 million dollars in a lottery. I could take my winnings in installments of 2 million dollars a year for four years or a lump sum of fewer than 8 million dollars. If I take the installments, my first installment would come the day I claimed my winnings at the state lottery office. Assume that the interest rate is 7% per year and that there are no taxes on the winnings. 1. Calculate what the lump sum should be so that it would exactly equal the present value of the stream of the future stream of installments from the lottery. You must show and explain the work. 2. What would your answer change be if the first installment in the question above did not come until one year after I claimed my winnings. You must show and explain your work.
- Consider the following plain-vanilla swap. Party A pays a fixed rate 8.29% per annum on a semiannual basis (180/360), and receives from Party B LIBOR + 30basis point. The current six- month LIBOR rate is 7.35% per annum. The notional principal is $25M. What is the net swap payment of Party A? a. $20,000.00 b. $40,000.00 c. $80,000.00 d. $110,000.00If you would like to replace this table with a chart to display the average price per cup equivalent across fresh apples, applesauce, ready to drink juice, and frozen juice, what encoding method and story would you use? Apples-Average retail price per pound or pint and per cup equivalent, 2016 Preparation Size of a Average price Form Average retail price yield factor cup equivalent per cup equivalent per pound per pound Fresh' $1.62 0.9 0.243 pounds $0.44 Applesauce2 $1.05 $0.57 1 0.540 pounds Juice Ready to drink Frozen 'The USDA National Nutrient Database for Standard Reference (SR) reports that the inedible stem and per pint per pint fl oz fl oz $0.63 1 $0.32 $0.51 1 8 $0.26 core of a raw apple account for 10 percent of the fruit's weight, implying a preparation yield of 90 percent, when apples are eaten raw including the peel. Bars, Ranking Bars, Part to Whole Line, Part to Whole Bars, Nominal ComparisonMr. Jones will invests P 5,000 in a fund at the end of each 6 months to accumulate P 100,000 to buy a machine. if the fund is invested at 2.45% compounded semi - annually, how many years will the fund contain at least P 100,000? Select one: O b. 8 O c.9 O d. 18
- How would we compute the present discounted value of payments of $8,000 received three years in the future and $10,000 received four years in the future? The interest rate is expected to be 5 percent for the next four years. Please choose one: O a. 8,000/((15)3) + 10,000/(1.5)4) O b.8,000/((1.05)3) +10,000/((1.05)4) Oc 8,000/(1.03) + 10,000/(104) O D 8,000/(105) +10,000/((1.05)2)How would we compute the present discounted value of payments of $8,000 received three years in the future and $10,000 received four years in the future? The interest rate is expected to be 5 percent for the next four years. Please choose one: O a. 8,000/((1.5)3) + 10,000/((1.5)4) O b. 8,000/((1.05)3) + 10,000/((1.05)4) O c 8,000/(1.03) + 10,000/(104) OD 8,000/(1.05) + 10,000/((1.05)2)Recently, the European Central Bank (ECU) has been worried about inflation and thus needs to make a decision about interest rates, and thus the resulting bond prices. Assume we are talking about Euron an Savings Bonds (ESB) and you are given the following information: The European Savings Bond (ESB) has no expiration date: The ESB price =$1,000 the ESB has a fixed annual interest payment =$10, ' e ESB annual interest rate =10 percent. If the price of the ESB increases to $5,000, the interest rate will Multiple Choice ◻ rise to 50 percent. ◻ fall to 4 percent. ◻ fall to 5 percent. ◻ rise to 12 percent. ◻ fall to 2 percent.