The expected real rate of interest is 0.6%, actual inflation over the last year was 3%, and expected inflation over the next year is 7.4%. What is the current level of nominal interest rates (in %) predicted by the Fisher equation?
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The expected real rate of interest is 0.6%, actual inflation over the last year was 3%, and expected inflation over the next year is 7.4%. What is the current level of nominal interest rates (in %) predicted by the Fisher equation?
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- According to the Fischer equation, if the nominal interest rate is 8% and inflation is running at 4% then the real interest rate is? 12% 8% 4% 2%An investment offers a 12% total return over the coming year. Bill Morneau thinks the total real return on this investment will be only 7%. What does Morneau believe the inflation rate will be over the next year? (Do not round intermediate calculations. Round the final answer to 2 decimal places.) please use fisher equationNelson, a management trainee at a large New York-based bank, is trying to estimate the real rate of return expected by investors. He notes that the 3-month T-bill currently yields 8 and has decided to use the consumer price index as a proxy for expected inflation, if the CPI is currently 2.5. What is the estimated real rate of interest?
- Make an inflation rate forecasts graph based on the description. I need help please. Based on our analysis of the last ten years of inflation data, we project that inflation rates in the Philippines under the Marcos administration will remain relatively stable over the next five years. From 2011 to 2020, inflation rates in the country ranged from 1.2% to 6.7%, with an average of 3.4%. For the next five years, we expect inflation rates to remain within the range of 2.5% to 4.5%, with an average of 3.5%.Consider a labor market where the matching function UV is given by H (U, V) = A, where A = 0.5. U+V There are U = 3 job seekers and V = 6 job openings. The probability for a job seeker to find a job in a given period of time is Round your answers to 2 decimal places (for example, 3.454 should be rounded down to 3.45, and 3.455 should be rounded up to 3.46). 1Research suggests that macroeconomic factors can explain the dynamics of interest rates in the economy. Suppose we are interested in understanding whether inflation plays a role in explaining interest rates. Fitting a line between the current nominal interest rate i and current inflation we obtain: i = 0.041 -0.147 What is the expected level of interest rates when inflation is at the level of 4%?
- Suppose that the investment function is I = 3,500 − 100r, where r is the real interest rate (in percent). If the nominal interest rate is 12 percent and the inflation rate is 4 percent, then total investment will be:Suppose that the level of unemployment in the economy is determined by the follow equation: U = 7.55 1.88*(i - ie) Where U is the unemployment rate, i is the actual inflation rate, and it is the expected inflation rate. All variables are entered in percentage form (e.g. if inflation is 30.57%, you plug in 30.57 for i, not 0.3057). Last year, the inflation rate was 7.87%, and people have adaptive expectations. What does the inflation rate need to be this year in order for the unemployment rate to be 2.81%? Note: Everything is already in percentage form. You do not need to multiply or divide by 100 at any point. Enter in your answer as it is calculated in the equation. Round your final answer to two decimal places.a)Suppose that on January 1, 2019 a bank lends $20,000 to a person. The bank and the individual both agree that the real interest rate charged on the loan should be 10% and the loan is going to be totally paid ($20,000 plus interest), in a one-time payment, on December 31, 2020. Suppose the two parties to this transaction can perfectly foresee what the inflation rate for this period is going to be. b) Assume the same conditions exist as in the paragraph a but now the bank and the borrower cannot predict the inflation rate perfectly. Assume that both the bank and the borrower expect an inflation rate of 8% over this period of time. Given this information, what is the nominal rate charged on the loan now? Given the actual inflation rate (from your calculations and the provided data), who wins from this loan contract and who loses from this loan contract? Explain your answer fully. What if the expected inflation rate is 4% during this period? Does your answer change as to who wins and…
- The expected real rate of interest is 0.5%, actual inflation over the last year was -0.05%, and the nominal interest rate is currently 0.28%. According to the Fisher equation, what is the expected inflation (in %) over the next year, dPe? Round to 0.01%. E.g., if your answer is 3.145%, record it as 3.15A typical consumption basket in Canada can be purchased for the following prices in two years: in Year 1, the price is $925; in Year 2, the price is $975. Calculate the Consumer Price Indexes for each year, it two ways: one using Year 1 as the base year, and the other using Year 2 as the base year. Then, calculate two inflation rates based on the two sets of price indexes you calculated. Compare the two inflation rates and discuss your result.What is the real interest rate if the nominal interest rate is 8% and the expectedinflation rate is 10% over the course of a year?