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Suppose Spending for a Wireless Communications Services (In Billions of Dollars

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Suppose spending for a wireless communications services (in billions of dollars per year) can be modeled by the function Suppose spending for a wireless communications services (in billions of dollars per year) can be modeled by the function where represents 1995. Use equal subdivisions with right-hand endpoints to approximate the area under the graph of S(t) between and . Round your answer to one decimal place. ​ A) 1,079.1 billion dollars B) 506.5 billion dollars C) 575.3 billion dollars D) 440.9 billion dollars E) 539.5 billion dollars where Suppose spending for a wireless communications services (in billions of dollars per year) can be modeled by the function where represents 1995. Use equal subdivisions with right-hand endpoints to approximate the area under the graph of S(t) between and . Round your answer to one decimal place. ​ A) 1,079.1 billion dollars B) 506.5 billion dollars C) 575.3 billion dollars D) 440.9 billion dollars E) 539.5 billion dollars represents 1995. Use Suppose spending for a wireless communications services (in billions of dollars per year) can be modeled by the function where represents 1995. Use equal subdivisions with right-hand endpoints to approximate the area under the graph of S(t) between and . Round your answer to one decimal place. ​ A) 1,079.1 billion dollars B) 506.5 billion dollars C) 575.3 billion dollars D) 440.9 billion dollars E) 539.5 billion dollars equal subdivisions with right-hand endpoints to approximate the area under the graph of S(t) between Suppose spending for a wireless communications services (in billions of dollars per year) can be modeled by the function where represents 1995. Use equal subdivisions with right-hand endpoints to approximate the area under the graph of S(t) between and . Round your answer to one decimal place. ​ A) 1,079.1 billion dollars B) 506.5 billion dollars C) 575.3 billion dollars D) 440.9 billion dollars E) 539.5 billion dollars and Suppose spending for a wireless communications services (in billions of dollars per year) can be modeled by the function where represents 1995. Use equal subdivisions with right-hand endpoints to approximate the area under the graph of S(t) between and . Round your answer to one decimal place. ​ A) 1,079.1 billion dollars B) 506.5 billion dollars C) 575.3 billion dollars D) 440.9 billion dollars E) 539.5 billion dollars . Round your answer to one decimal place. ​

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