Bob loans his sister-in-law $1000 so she can make her rent. She must pay it back after one year. If Bob charges her 6 percent interest and wants to get a real return (real interest) of 3.5 percent, Bob must anticipate that inflation will be _______percent over the next year. (Carefully follow all numeric instructions. Enter your answer "as a percent, but without the percentage sign." In other words, if you think Bob predicts 99.99 percent inflation, just enter 99.99 in the blank.)
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- Rosalie the Retiree knows that when she retires in 16 years, her company will give her a one-time payment of 20,000. However, if the inflation rate is 6 per year, how much buying power will that 20,000 have when measured in todays dollars? Hint: Start by calculating the rise in the price level over the 16 years.Suppose you borrow $1,000 of principal that must be repaid t the end of two years, along with interest of 5 percent a year. If the annual inflation rate turns out to be 10 percent, Hint: Future value = Present value x (1 + Growth in prices), where t is the number of years evaluated. Real value of loan repayment Amount of loan x (1 + Real interest rate) Instructions: Round your responses to the nearest whole number. If you are entering any negative numbers be sure to include a negative sign (-) in front of those numbers. a. What is the real rate of interest on the loan? % b. What is the real value of the principal repayment? c. Who loses, the debtor or the creditor? Debtor O CreditorSuppose the price level reflects the number of dollars needed to buy a basket of goods containing one cup of coffee, one donut, and one newspaper. In year one, the basket costs $9.00. In year two, the price of the same basket is $8.00. From year one to year two, there is (a. inflation, b. deflation) at an annual rate of ___ %. In year one, $72.00 will buy ____ baskets, and in year two, $72.00 will buy ____ baskets. This example illustrates that, as the price level falls, the value of money (a. rises, b. falls, c. remains the same).
- If the inflation rate is 6% and Susan receives a 6% increase in income, then, over the year, Susan's: (a) Real and nominal income both remain unchanged; (b) Real and nominal income both rise; (c) Real income rises but nominal income remains unchanged; (d) Nominal income rises but real income remains unchanged. Given the import function, Z = 300 + 2/3Y, which of the following statements is correct? (a) The marginal propensity to save is 1/3; (b) The induced component is 300; (c) 2/3 is the proportion of any income spent on imports; (d) None of the statements is correct. An increase of R5 billion in income in a macroeconomy leads to an increase in R3 billion in consumption spending. From this information, we can determine that the marginal propensity to save in this economy is: (a) 0.6; (b) 0.5; (c) 0.3; (d) 0.4.132.) You decide to lend your sister, who has never defaulted on a loan (ie. ρd =0), $1000 for one year. At the end of the year, she pays you $1050. Suppose you expected the inflation rate, πe, to be 3%. However, at the end of the year, you learn that the inflation rate was actually 6%. What was the realrate of interest that you expected to receive? Are you better or worse off than expected? 2%; worse 2%; better 1%; worse 1%; betterIn Zimbabwe the rate of inflation hit 90 sextillion percent in 2009, with prices increasing tenfold every day. At that rate, how much would a $2 jug of milk cost six days later? Hint: Use the following equation to calculate future price: Future price = (current price) x (inflation rate)t, where t is the number of days in the future. Instructions: Round your response to one decimal place. $ million
- Suppose Dalia is a sports fan and buys only football tickets. Dalia deposits $2,000 into a savings account that pays an annual nominal interest rate of 20%. Assume this interest rate is fixed, and so it will not change over time. On the day she makes her deposit, suppose that a football ticket has a price of $20.00. Initially, Dalia's $2,000 deposit has a purchasing power of football tickets. For each of the annual inflation rates given in the following table, first determine the new price of a football ticket, assuming it rises at the rate of inflation. Then enter the corresponding purchasing power of Dalia's deposit after one year in the first row of the table for each inflation rate. Finally, enter the value for the real interest rate at each of the given inflation rates. Hint: Round your answers in the first row down to the nearest football ticket. For example, if you find that the deposit will cover 20.7 football tickets, you would round the purchasing power down to 20 football…Suppose Dalia is a sports fan and buys only football tickets. Dalia deposits $3,000 into a savings account that pays an annual nominal interest rate of 5%. Assume this interest rate is fixed, and so it will not change over time. On the day she makes her deposit, suppose that a football ticket has a price of $15.00. Initially, Dalia's $3,000 deposit has a purchasing power of football tickets. For each of the annual inflation rates given in the following table, first determine the new price of a football ticket, assuming it rises at the rate of inflation. Then enter the corresponding purchasing power of Dalia's deposit after one year in the first row of the table for each inflation rate. Finally, enter the value for the real interest rate at each of the given inflation rates. Hint: Round your answers in the first row down to the nearest football ticket. For example, if you find that the deposit will cover 20.7 football tickets, you would round the purchasing power down to 20 football…Suppose Amy is an avid reader and buys only comic books. Amy deposits $4,000 in a bank account that pays an annual nominal interest rate of 5%. Assume this interest rate is fixed—that is, it won't change over time. At the time of her deposit, a comic book is priced at $10.00. For each of the annual inflation rates given in the following table, first determine the new price of a comic book, assuming it rises at the rate of inflation. Then enter the corresponding purchasing power of Amy's deposit after one year in the first row of the table for each inflation rate. Finally, enter the value for the real interest rate at each of the given inflation rates. Round your answers in the first row down to the nearest comic book. For example, if you find that the deposit will cover 20.7 comic books, you would round the purchasing power down to 20 comic books under the assumption that Amy will not buy seven-tenths of a comic book. Annual Inflation Rate…
- You purchase a certificate of deposit that pays an advertised rate of 2.30% interest per year. Your real rate of return if the actual inflation rate is 1.75% is ____% [round to the nearest hundredth of a percent].Suppose Dalia is a sports fan and buys only football tickets. Dalia deposits $4,000 into a savings account that pays an annual nominal interest rate of 5%. Assume this interest rate is fixed, and so it will not change over time. On the day she makes her deposit, suppose that a football ticket has a price of $10.00. Initially, Dalia's $4,000 deposit has a purchasing power of football tickets. For each of the annual inflation rates given in the following table, first determine the new price of a football ticket, assuming it rises at the rate of inflation. Then enter the corresponding purchasing power of Dalla's deposit after one year in the first row of the table for each inflation rate. Finally, enter the value for the real interest rate at each of the given inflation rates. Hint: Round your answers in the first row down to the nearest football ticket. For example, if you find that the deposit will cover 20.7 football tickets, you would round the purchasing power down to 20 football…