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find the linear supply function satisfying the following conditions when the price is 4 there will be no supply when
the maximum possible demand for a certain commodity is 20000 tons the highest price for which there is any demand is 40
when the price of a certain farm product is 40 cents per bushel the demand will be for 6 million bushels if the price
when the price of a new york city bus ride was 35 cents the number of paying riders per month was about 50 million when
in you are given a pair of supply and demand equations identify which is supply and which demand plot both on the same
a use the data from exercise 2 to find the line of best fit for men s income as a function of women s incomeb what is
the numbers of foreign investors in american enterprises for the years 1980 1981 1982 and 1983 were 1833 1521 1218 and
the divorce rate number of divorces per thousand couples in the united states for the decade of the 1970 s is given
the following x y pairs give the advertising dollars in millions spent on direct mail and newspaper advertisements
the amount of popcorn consumed in the united states in millions of pounds was 353 in 1970 393 in 1975 568 in 1980 670
sometimes when one plots a set of data it appears to be piecewise linear causing one to ponder an explanation for the
the revenue in thousands of dollars resulting from the demand for a given item is indicated in table 13 find the
table 5 shows the gross national product gnp of the united states in billions of dollars for the years 1978 through
table 6 shows the median incomes in dollars of men and women in the united states for the years 1974 through 1980a find
a givenidentify which of these could represent a demand function and which a supply functionb over what domain are they
given fx 2x - 5a at what point is the function not differentiableb what is the derivative to the left of this pointc
a the cost of producing x-items is given by the equation cx 2x2 - 200x 6000 determine the cost of producing the 99th
a determine the coordinate of the vertex of the parabola y -2x2 - 4x 8 and sketch its graphb from your sketch
the cost of producing x-items is given by the equation cx 2x2 - 200x 6000 determine the number of items to be
a give a qualitative sketch of the graph of the polynomial whose equation is fx xx - 22 x 33 2x 5b estimate where
in a sketch the graph of the given function and then draw the tangent line at the point p b using your sketch
find the equation of the line perpendicular to the tangent line to the curverecall that lines are perpendicular if the
one of the most commonly used mathematical models for a demand function in micro-economics is x mp-k where p is the
a what happens to the product rule if fx sxb derive a product rule for y fxsxtx where f s and t are each
the cost in dollars of producing x bicycles is given by cx 60 10x 1000x x 10a what does it cost to producei 99ii