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WorksheetsIntroduction to Finance and Accounting workshop 5
Total questions: 10
Worksheet time: 19mins
An insurance company is expected to need to payout 50 million Euros every year from now. It currently has 700 million Euros available. The discount rate is 5%. Does the insurance firm have enough funds? Which formula would you have to use to calculate this?
Present Value Annuity (PVA)
Present Value Single sum (PV)
Future Value Annuity (FVA)
Future Value Single sum
Present Value Perpetuity
When we talk about the book value of a loan, we are referring to
the Present Value of money
the Future Value of money
Peter will receive €551.25 two years from now. The discount rate is 5%
Calculate the present value
€ 500
€ 525
€ 220.50
€ 497.50
The bank loan on January 1 is €100,000. Redemption is €20,000. Interest is 5%. Redemption and interest are paid on August 1. Calculate the interest expense
€4,416.67
€ 4,500
€ 4,583.33
€ 5,000
Patrick wants to travel around the world after graduation. He needs €5,000 5 years from now to have enough funds for his world trip. The interest rate is 5%. How much does he have to put aside every year?
Which formula would you have to use to calculate this?
Present Value Annuity (PVA)
Present Value Single sum (PV)
Future Value Annuity (FVA)
Future Value Single sum
Present Value Perpetuity
When we talk about the discount interest rate, we are referring to
the Present Value of money
the Future Value of money
When we talk about the compound interest rate, we are referring to
the Present Value of money
the Future Value of money
Itaoly needs additional funding to buy a new factory. Itaoly will take out a loan and agrees to pay €75,000 annually. This amount includes interest and redemption. There will be 15 payments. The first one starts at the end of the year. The interest rate is 4%.
The book value at the start of the loan is € (Round on whole Euros)
€833,900
€1,501,800
€6,750
Guiliea needs additional funding to buy a new machine. Guiliea will take out a loan of €90,000. There will be 20 payments. The first one starts at the end of the year. The interest rate is 1%.
The (rounded) annual payment is
€5,000
€4,100
€4,500
The unsecured bonds have a face value € 1000, a coupon rate of 2% and the time to maturity is 4 years. The current market interest rate is 7%.
Calculate the market value of the bond.
€695.15
€924.11
€1,190.93
€830.64
