Exam 1: What Is Economics

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  -In the above figure, the curve has a slope that is ________. -In the above figure, the curve has a slope that is ________.

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The slope of a straight line is

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  -In the above figure, when income is zero, household expenditures equal -In the above figure, when income is zero, household expenditures equal

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  -The relationship between x and y in the above figure is -The relationship between x and y in the above figure is

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Which of the following is a positive statement?

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  -What does the slope of the line shown in the above figure equal? -What does the slope of the line shown in the above figure equal?

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John has two hours of free time this evening. He ranked his alternatives, first go to a concert, second go to a movie, third study for an economics exam, and fourth answer his e-mail. What is the opportunity cost of attending the concert for John?

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If the slope of the relationship between savings and interest rates is 0.5, then

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In terms of dollars, the marginal benefit of working five days a week instead of four days a week is

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Which of the following is a positive statement?

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Samantha goes to college to become an engineer. This is an example of an

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The slope of a curved line can be approximated by

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  -In the table above, y is measured along the y-axis and x along the x-axis. The slope of the relationship between x = 0 and x = 2 is -In the table above, y is measured along the y-axis and x along the x-axis. The slope of the relationship between x = 0 and x = 2 is

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When graphed, variables that are unrelated are shown by either a horizontal or a vertical line.

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  -Household consumption depends on both income and interest rates. In the above figure -Household consumption depends on both income and interest rates. In the above figure

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The slope of a negative relationship is

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"Government should act to reduce poverty levels."

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Dell Computers decides to produce PCs and sell them directly over the Internet and via Best Buy. This is an example of

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Which of the following is a positive statement?

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If an increase in x (the variable on the horizontal axis) from 6 to 8 units causes a decrease in y (the variable on the vertical axis) from 4 to 3 units, the slope equals

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