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Principles of Microeconomics

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receive -0.75 mark.  An answer left blank will receive 0 marks.  So decide

carefully before you answer.***

Suppose Kristin wants a doughnut from Tim Hortons, however when she gets close she sees that the line up is really long, so she decides not to stop.  For Kristin this means that the marginal cost of her time waiting in line plus the cost of the doughnut exceeds the marginal benefit of eating the doughnut.

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When all of the opportunities to make people better off, without making anyone worse off, have been used in an economy, then the economy:

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A grocery store offers two wage plans to its workers. Plan A offers a wage of $12 per hour. Plan B offers a wage of $10 per hour, plus the potential for more money if customers sign up for a store credit card. If a worker chooses plan B, the worker most likely would:
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Consider the following function:

x = 2y - 40

If this function is graphed with y on the vertical axis and x on the horizontal axis, what is the slope of the function?

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***

Correct answers will receive 1 mark.  Incorrect answers will

receive -0.75 mark.  An answer left blank will receive 0 marks.  So decide

carefully before you answer.***

Choices are necessary only when resources are scarce.

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Specialization and trade between people in an economy should have all of the results below except:
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Consider the equation y = 8 - 0.4x.

What is the x-intercept?

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You are buying snacks before a long flight.  A bag of potato chips costs $6 and a chocolate bar costs $2. You buy the bag of potato chips. The opportunity cost of the bag of potato chips is:
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Jason wants to buy lemons.  The benefit to him is $1.90 for the first lemon, and for each additional lemon his benefit decreases by $0.10.  If each lemon costs him $0.77, how many lemons will he buy?

Number of Lemons

Benefit per Lemon

1$1.90
2$1.80
3$1.70
4$1.60
5$1.50
6$1.40
7$1.30
8$1.20
9$1.10
10$1.00
11$0.90
12$0.80
13$0.70
14$0.60
15$0.50

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Julia's favorite hockey team is playing Saturday night.  Julia usually works on Saturday nights at a restaurant where she earns $17 per hour and she works for six hours.  A ticket to the hockey game will cost $131 and if she goes she will not be able to work at the restaurant.  The game will last for two hours.  If she goes to work she can eat for free, but if she goes to the game she will have to buy food for $25.  To get to either the game or to work she will have to pay $3.80 for the bus.  What is Julia's opportunity cost if she goes to the hockey game?

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