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Question: Demand for cars (as opposed to SUVs, Crossovers, and Trucks) is currently very low. This is caused in large part by the current low price of gas. Assume you drive 40 miles round trip each day to work. Also assume that you currently drive an older small car that enjoys 30/mpg. Your old car needs to be replaced and you can now afford a new and nicer car. You prefer a bigger vehicle that sits higher. Would you buy a bigger SUV/Crossover/Truck that averages 23/mpg or a car that averages 36/mpg? Explain how your decision is impacted by your estimates of what will happen to the factors that will affect gas prices in the future. Do not discuss consideration outside of gas price considerations.
Explain how to construct the Hasse diagram of a partial order on a finite set.
Was the class effective? Use the alpha=.10 level of significance. Use the classical method to solve.
the average attendance rose to 33,000. Find the demand function, assuming that it is linear. How should ticket prices be set so as to maximize revenue?
The perimeter of a rectangle is 56 feet. Describe the possible lenghts of a side if the area of the rectangle is not to exceed 115 square feet.
An aquarium is to be made in the shape of a rectangular solid with a square base and an open top. The volume of the aquarium is to be 108 cubic inches. What dimensions will minimize the amount of material needed to build it?
for randomly selected mombasa residents the number of times they visit a clinic frequency distributions was obtained as
addition of real numbers is associative a b c a b c. so is multiplication abc abc. but not every operation
some appropriate equilibrium price. Label the horizontal axis as x and the vertical as p. Shade in the area which represents the producer's surplus.
Given the first type of plot indicated in each pair, which of the second plots could not always be generated from it?
Indicate the domain and range of the inverse function. Compare the domain and range of f(x) and the inverse of f(x) what statement can be made about them?
Add or subtract two rational expressions with uncommon denominators. In your own words, explain the process you use to find the least common denominator for the two rational expressions in your example.
In your computer store you make $1012 per computer sold. Your costs are given by the equation C(x) = 4x^2+4x-80, where x is the number of computers sold. How many computers should you sell to maximize the profit?
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