2023 ACJC Central Economic Problem Tutorial Suggested Answers
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©Property of ACJC Economics Dept./H1H2 EC 2023/The Central Economic Problem Page 1 ANGLO-CHINESE JUNIOR COLLEGE JC1 Economics 2023 H1 H2 CENTRAL ECONOMIC PROBLEM Tutorial Worksheet: Suggested Answers Section A: Discussion Questions Question 1: Rational Decision Making (Adapted from 2021 H2 A Levels Question 1) (a) Explain how consumers act rationally to decide whether or not to buy a bicycle. Consumers aim to maximize utility when deciding to buy a bicycle or not. Main Point 1: Decision Making Framework Topic Sentence: Consumers determine whether buying a bicycle is beneficial and feasible by comparing the benefits, costs, and constraints. Constraints: The amount of savings and budget the consumer has accumulated for the bicycle. Benefits: The satisfaction gained from using the bicycle Improvement of health due to riding the bicycle for exercise Costs: Explicit Cost – the monetary cost of purchasing the bicycle Opportunity cost - Net benefit of next best alternative foregone: Potential satisfaction derived from the consumption of the alternative / i.e. another good or service (beside bicycle) Buying a bicycle is beneficial if the benefits outweigh the costs, and feasible if the costs are within the benefits. In addition, the consumer may also consider: Information – Availability of information on the type of bicycles that suit the lifestyle of the consumer best (E.g. should one use a folding bicycle or a road bicycle to commute to work etc.) Perspectives – His family members who may be sharing the bicycle with him or helping to pay for it. Main Point 2: Weighing of costs and benefits
©Property of ACJC Economics Dept./H1H2 EC 2023/The Central Economic Problem Page 2 Topic sentence: To maximise utility, consumers consume bicycles up the the point where marginal benefit = marginal cost. Explanation: To maximize self-interest, consumers would increase consumption when the additional unit consumed generates additional net benefit (i.e. marginal benefit exceeds marginal cost). For instance, for a consumer to maximize utility, every dollar spent by the consumer on a good or service (in this case, purchase of a bicycle) must bring additional net benefit (MB>MC), in such case, the consumer should buy an additional bicycle (i.e. Q1th unit). In so doing, the additional net benefits would lead to an increase in the total net benefit. If the additional dollar brings additional net cost (MB<MC), the consumer should not spend on an additional bicycle (i.e. Q 2th unit). In so doing, the additional net costs would lead to a decrease in the total net benefit. Hence in the market of a bicycle, the optimal spending amount is attained when the MB equals MC (MB = MC) which suggests that additional spending can no longer yield additional net benefit. At this point where MC=MB, the total net benefit is the maximum possible. This process of examining
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