In: Economics
QUESTION 5
"Mario buys eight units of good X when his income is $2,000 a month. When his income increases to $2,700 per month, he buys only six units of good X. For Mario, good X is"
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 a normal good.  | 
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 an inferior good.  | 
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 a good with few substitutes.  | 
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 a good of high value.  | 
1 points
QUESTION 6
Deciding whether to study an additional hour for an exam by comparing the additional benefits to the additional costs of an extra hour of study is an example of:
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 the scientific method.  | 
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 the invisible hand.  | 
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 marginal thinking.  | 
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 Increasing opportunity cost.  | 
1 points
QUESTION 7
Why do people specialize?
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 Specialization increases productivity.  | 
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 Specialization decreases people's dependence on one another.  | 
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 People become self-sufficient when they specialize.  | 
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 Most people only know how to do a few tasks.  | 
1 points
QUESTION 8
"Acura and Honda sell similar cars each costing $10,000 to build. Honda sells their car at $15,000 and Acura sells their car for $26,000. What is the joint profit on the sale of these two cars?"
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 "$16,000 "  | 
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 "$41,000 "  | 
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 "$21,000 "  | 
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 "$31,000 "  | 
Answer : 5) The answer is option B.
For inferior goods when income increase then demand decrease. Here Mario buys less quantities of good X when income increases. This means that good X is an inferior good to Mario. Therefore, option B is correct.
6) The answer is option C.
Marginal thinking is a decision by which the person get additional benefit for extra 1 unit cost. Here the decision of extra 1 hour study by comparing the additional benefit for extra 1 hour study is an example of marginal thinking. Therefore, option C is correct.
7) The answer is option A.
When someone is specialized in a particular area then the person become more productive in that particular area. This means that the specialization increase the productivity level. Therefore, option A is correct.
8) The answer is option C.
Profit = Revenue - Cost
For Acura, profit = 26,000 - 10,000 = $16,000
For Honda, profit = 15,000 - 10,000 = $5,000
So, joint profit for two cars = $16,000 + $5,000 = $21,000
Therefore, option C is correct.