Between 1950 and 2000, global meat production increased from 52 kilograms. What was the percent change during that time perind?
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Solution
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Percent change during a period
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=(ending value – beginning value ) / beginning value * 100
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- During the Post-WWII “Baby Boom” from 1946-1970, US GDP grew by an annualized _____ per year; in annualized percentage terms this is most likely the largest 25-year period of economic growth ever. (a) 2.3% (b) 3.2% (c) 6.7% (d) 7.6% (e) 9.2%$1,300 increase by 40% and $ 2,600 dropped by 10% , by what percent did the total value of investment change?During year 1, the sales and Cost of goods sold were GHS 6,00,000 and GHS 4,30,000 respectively. Next year, the sales are expected to increase by 10%. The Cost of goods sold for next year would be
- a. In 2000, the population of a country was approximately 5.76 million and by 2050 it is projected to grow to 10 million. Use the exponential growth model A=A0ekt, in which t is the number of years after 2000 and A0 is in millions, to find an exponential growth function that models the data. b. By which year will the population be 11 million?The demand for a product during the next ten years will be such that revenues will be $100,000 the first year and will increase by $10,000 each year thereafter. If inflation is assumed to be 6% per yuear and the company uses 10% in its economic studies, what is the present worth of the revenues expressed in present dollars?F The average annual pay for truckers P in a certain country (in thousands of dollars) can be approximated by the following function, where x represents the number of years since 2000. P=0.369x² -7.26x+78.6 (6 ≤x≤16) Assuming the trend continues, find the first full year when annual pay recovered to be above $50 thousand. The first full year when annual pay recovered to be above $50 thousand is
- Most economies have a goal of maximizing the average consumption per period. Assume that during each year, an economy saves the same (to be determined) percentage S of its production. During a year in which the beginning capital level is K, a quantity K1y2 of capital is produced. If the economy saves a percentage S of its capital, then during the current year it consumes (1 2 S)K units of capital and, through savings, adds (SK) 1y2 units of capital. Also, during any year, 10% of all capital present at the beginning of the year depreciates or wears out. a. What annual savings percentage S maximizes the long-run average consumption level? Assume that year 50 represents the long run, so that the objective is the consumption level in year 50. You can assume the initial capital is 1 (for some appropriate measurement unit). b. Use SolverTable to see how the optimal value of S depends on the annual depreciation rate.The annual demand for imported oranges is given by the following equation: QD= 600,000-30,000P where ? is the price per kilogram and ?? is the quantity of kilograms demanded per year. The supply of imported oranges is given by the equation: QS= 30,000P a) Solve for the equilibrium annual quantity and price of imported oranges.Sales are $2.6 million in 2020, $2.7 million in 2021, and $2.5 million in 2022. What is the percentage change from 2020 to 2021? What is the percentage change from 2021 to 2022? Be sure to indicate whether the percentage change is an increase or a decrease.