The daily cost to a manufacturing company is modeled by the function Q(n)=10.25n+2200Q(n)=10.25n+2200 where Q(n)Q(n) is the total daily cost and nn is the number of items manufactured. a)  State the independent variable:   b)  State the dependent variable:   c)  Find Q(0)=Q(0)=  d)  Explain the statement in part c) means in the problem's context. If there are  Select an answer total daily cost items produced  , then the Select an answer total daily cost items produced  is . e)  Find Q(1200)=Q(1200)=  f)  Explain the statement in part e) means in the problem's context. If there are  Select an answer items produced total daily cost  , then the Select an answer items produced total daily cost  is

a) evaluate f(2) b) solve for f(x) = 2

The United States wine consumption can be modeled by the function f(x)=0.004x^2-0.094x+2.607 where x represents the year since 1980 and f(x) represents the number of gallons of wine consumed per person: a. Evaluate f(25)  b. In what year can we expect to find the lowest amount of wine consumption per person? How much wine per person was consumed that year? c. In which years did the US consume 2.5 gallons of wine per person?

According to data about movie ticket prices, between 2000 and 2014 the average cost of a movie ticket in a given year was C(t) = 5.70 + 0.23t dollars. Here t is the time in years since 2000. (a) Explain in practical terms the meaning of  C(9). The expression C(9) is the year in which a movie ticket will cost 9 dollars.The expression C(9) is the average cost, in dollars, of a movie ticket in 2000.    The expression C(9) is the year in which a movie ticket will cost 9 dollars more than a movie in 2000 cost.The expression C(9) is the average cost, in dollars, of a movie ticket in 2009.The expression C(9) is the average cost, in dollars, of a movie ticket in 2014. (b) Use functional notation to express the average cost of a movie ticket in 2012. C        (c) Calculate the average cost of a movie ticket in 2012.