If the inflation rate is 7% per year, how many years will it take for the cost of something to double when prices increase at exactly the same rate as inflation? а. 11 уrs O b. 6 yrs Ос. 10 уrs O d. 5 yrs
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- The total price of purchasing a basket of goods in the United Kingdom over four years is: year 1=940, year 2=970, year 3=1000, and year 4=1070. Calculate two price indices, one using year 1 as the base year (set equal to 100) and the other using year 4 as the base year (set equal to 100). Then, calculate the inflation rate based on the first price index. If you had used the other price index, would you get a different inflation rate? If you are unsure, do the calculation and find out.In Zimbabwe the rate of inflation hit 90 sextillion percent in 2009, with prices increasing tenfold every day. At that rate, how much would a $3 loaf of bread cost five days later? Hint: Use the following equation to calculate future price: Future price = current price × inflation ratet, where t is the number of days in the future Instructions: Round your response to one decimal place. $ _____ millionWhich of the following will most likely cause demand-pull inflation when the economy is operating at the full-employment level of output? O An increase in the interest rates O An increase in personal income taxes O An increase in consumption An increase in the price of oil
- A price index for a basket of goods over four years was calculated to be: 2014 = 92, • 2015 =97, • 2016=100, • 2017=107. Calculate the inflation rate for each year so that you will enter: Blank #1 = Inflation Rate for 2015 Blank #2 = Inflation Rate for 2016 • Blank #3 = Inflation Rate for 2017 What is the base year in this scenario? • Blank #4 = Base year for this basket %3D Round to two decimal places Blank # 1 Blank # 2 Blank # 3 Blank # 4If you were to learn that a bottle of Gatorade increased in size from 2009 to 2010 by 100 percent, should that information affect your calculation of the inflation rate? If so, how? 2009 Gatorade $1 each qty 1 2010 Gatorade %2 each qty 1Suppose that at the start of 1999, Ari invests their money in a savings account earning 3.6% interest. If inflation is 1% during 1999, calculate the real interest rate on Ari’s savings account by the end of 1999. Has the inflation-adjusted value of Ari’s savings increased or decreased?
- In 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. $ millionLet the rate of inflation = 4% per year. What is the end-of-year value if we begin the year with 1000$? What is the end-of-year debt if we begin the year with 1$ Trillion? Show your work!In Zimbabwe the rate of inflation hit 90 sextillion percent in 2009, with prices increasing tenfold every day. At that rate, how much would a $100 textbook cost one week later? Hint: Use the following equation to calculate future price: Future price = (current price) x (inflation rate)', where t is the number of days in the future. billion
- The "Rule of 72" is a reliable guide to the impact of inflation. It is based on dividing 72 by the annual inflation rate to find out the number of years it will take the price of something to double. For example, if you bought an antique chair for $100, and the annual inflation rate is 5 percent, how long would it take for the chair to be worth $200? Using the Rule of 72, divide 72 by 5 and get 14.4. It would take about 14 years for the chair's worth to double. 1. Calculate the values below using the Rule of 72. d. If your grandmother gave you her wedding ring, it was appraised at $1,200, and the annual inflation rate was 6 percent, how many years would it be before it was worth $2,400? e. If you bought an antique lamp for $3,000 and the inflation rate was 3 percent, how many years would it be before your investment doubled in value?The "Rule of 72" is a reliable guide to the impact of inflation. It is based on dividing 72 by the annual inflation rate to find out the number of years it will take the price of something to double. For example, if you bought an antique chair for $100, and the annual inflation rate is 5 percent, how long would it take for the chair to be worth $200? Using the Rule of 72, divide 72 by 5 and get 14.4. It would take about 14 years for the chair's worth to double. 1. Calculate the values below using the Rule of 72. a. If you bought a house for $150,000 and the annual inflation rate was 4 percent, how long would it take before the house, under good maintenance, would be worth $300,000? b. If you bought a Picasso painting at last week's auction for $200,000 and the annual inflation rate is 10 percent, how long would it take to double your money? c. If you went to the car show and bought a 1965 Mustang in mint condition for $25,000 and the annual inflation rate was 8 percent, when would your…M25 M. N. B Problem Set #1 Calculation of Consumer Price Inflation Instructions: Complete this sheet by computing the spending for each product for both years ; then calculate the total spending for the two years each year; then compute the inflation % between BONUS: calculate total price inflation as Year = Y2016 Quantity Price Spending a weighted average 6 $10 ALL ANSWERS should also be written on the Problem Set Answer sheet Pizzas 50 Hairstyles 24 $25 Music 200 $1.80 Gasoline 350 $3.00 Shoes 6. $75 Total Price Inflation as 11 a Weighted Average 12 13 Cost of Market Basket in 2016 = Product Budget Inflation Inflation Share Rate Budget 14 Year = Y2020 Quantity Price Spending Rate Y2016 Share 15 16 $12 $28 17 Pizzas 50 Hairstyles 24 18 Music 200 $1.65 19 Gasoline 350 $3.30 20 Shoes 6 $78 21 22 Cost of Market Basket in 2020 = 23 24 25 Price Inflation from 2016 to 2020 = 26 27
