Suppose that the total sales of bicycles and bicycle-related equipment was P 240 billion in 2013. The rate at which this number was changing since 2000 is approximated by f(x) = -20x + 23.4 (0 < x < 13), where x = 0 corresponds to 2000. a. Find a function that gives the sales in billions in year x. a. Estimate the total sales in 2010

Q: 200 (0, 180) 150 (4, 133.2) (8, 98.57) 100 (12, 72.94) (16, 53.98) 50 0- 2 4 8 10 12 14 16 18 20…

A: The given graph is

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A: we need to answer the questions from the given function

Q: If this trend continues, write a function that gives the student population at Calamanco High School…

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Q: The value, V, of a computer can be modeled by the function V (t) = 1, 300(.61)', where t is the…

A: Given Function of V : V(t) = 1300 (0.61)t

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Q: The value, V, of a computer can be modeled by the function V (t) = 1, 300(.61)", where t is the…

A: The given model is: V(t)=1333(0.61)t Where, t is in years.

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A: Let, l = the length of one side of the rectangular field w = the length of the other side.

Q: A company buys a computer system for $ 400,000. the value of the system is depreciating at the…

A:

Q: A sporting goods company sold 830 soccer balls in 2014. Since then, they have sold 10 fewer soccer…

A: Number of soccer balls sold in 2014 = 830 Each year decrease in sale = 10 Numbee of ball decrease…

Q: .034x The assets (in billions of dollars) for a financial firm can be approximated by the function…

A: Given function is  Ax = 319 e0.034x…

Q: 1 kilogram (kg) is about 2.2 times as heavy as 1 pound (lb). Suppose the function f determines…

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Q: A farmer wishes to build a divided pasture adjacent to the river, as shown in the diagram.…

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A:

Q: The U.S. population can be modeled by the function y=165.6x¹.345, where y is in thousands and x is…

A:

Q: 29. For the years since a department store has been open, its annual revenue, R, (in millions of…

A: The graph of the annual revenue is given.The aim is to find the average rate of change between to .

Sequence and Series

A sequence is defined as a collection of things. Series is defined to sum the things one by one in the sequence.  It was invented by German mathematician Carl Friedrich Gauss.