Consider a country that is growing at a (continuously compounded) annual rate of 8% in terms of real GDP per capita. in 35 years, its real GDP per capita will be times its initial value. Select one: OA 8 О В. 16 ос 32 O D. 64
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- The surface area of a certain plant that requires painting is 8 ,000 sq ft. Two kinds of paint are availablewhose brand are J and K .Paint J costs P1.40 per sq.ft but needs renewal at the end of every 4 years while paint K costsP1.8 per square ft. If money is worth 16% effective , how often should paint K be renewed so that it will be aseconomical as paint J? A) 5.6.years C) 3.9 yearsB) 4.2 years D) 5.3 yearsNo hand written solution and no img Consider the following information for a period of years: Arithmetic Mean Long-term government bonds 7.5% Long-term corporate bonds 7.6 Inflation 4.4 What is the real return on long-term government bonds? Note: Do not round intermediate calculations and enter your answer as a percent rounded to 2 decimal places, e.g., 32.16. What is the real return on long-term corporate bonds? long term government bond: ? long term corporate bonds: ?Over the past century, real GDP per person in the United States has grown about _____ percent per year, which means it doubles about every ______ years.a. 2, 14b. 2, 35c. 5, 14d. 5, 35
- Suppose an individual places his money in a bank for a year then invests in apples for a year. Suppose the bank has an annual rate of 5%, compounded continuously. During the year in which the individual's money is in the bank, the apple grows in price from $1 to $1.25. Suppose its return doubles in the second year, when the individual's money is invested in the apples. He starts the first investment period with $100. How much money does he have after two years following the investment plan given above? Group of answer choices $105.1 $124.7 $154.4 $157.71. Suppose that the value of $1 in Japanese yen decreases at the rate of 2% per year. a) Write the differential equation that the value of a dollar in yen D(y) satisfies and write the solution of the equation b) Starting from $1 = 250 ???, how long will it take for $1=1 ???Please no written by hand Yt = 3Kt saving rate= 0.24 depreciation ratre=0.03 but savings rate, depreciation rate, and population remain the same.(d) What is the per-worker production function, yt = f(kt)? Define yt = YtLt.(e) Find the equation for the evolution of capital per worker in terms of ktand kt+1
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