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Question: Suppose that new technological break throughs make solar water heaters extremely cheap to run, compared with water heaters that use fossil fuels, and only moderately expensive to install. Illustrate on a graph what you might expect the short-run and long-run demand adjustments to this price drop to be. What sorts of factors affect how long, in real time, it might take for the "long-run" situation to occur?
How many of the 24 desks are in each row if there are four rows? . . . eight rows? . . . three rows? . . . two rows?
In Example 3 of Section 2.5, the text shows how to write a system of linear equations using matrix notation. You can similarly write a linear programming problem in matrix notation.
researchers conducted a survey of parents of 66nbspnbspkindergarten children. the parents were asked whether they
Bob deposits quarters and dollar bills into a vending machine to buy snacks. Find a recurrence relation for the number of ways he can deposit 25*n cents into the machine if the order matters.
Fencing around a rectangular storage depot area costs twice as much along the front as along the other three sides. The back costs $10 per foot.
Total and Annual Returns Write Up. Twenty years after purchasing shares in a mutual fund for $6500, you sell them for $11300. compute total and annual returns on the investment.
the dunbar family consists of a mother, a father and some children. The average age of the members of the family is 20. The father is 48 and the average age of the mother and the children is 16. how many children do they have?
a garden table and a bench cost combined. The garden table costs more than the bench. What is the cost of the bench?
Local college students drink a lot of coffee at the recently remodeled Café Java.
The solution formula is different depending on whether x > ct or x
The scale used to build the scale model of an airplane is 1:72. Find the wingspan of the model airplane to the model airplane to the nearest tenth of a meter. Check for reasonableness.
Conditions for Linear transformation. This chapter starts as follows rotations about the origin and all reflections in lines through the origin can be expressed as functions with rules of the form
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