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Year 9 CIE Philosophy: Unit Test Mock Paper Walkthrough | Year 9 CIE 哲学:单元测试模拟卷解析

2026-07-18 15:30 · 本文部分内容由AI辅助创作

📚 Year 9 CIE Philosophy: Unit Test Mock Paper Walkthrough | Year 9 CIE 哲学:单元测试模拟卷解析

This walkthrough breaks down a Year 9 CIE Philosophy unit test mock paper covering core topics in epistemology and ethics. Each question is analysed with model answers, mark scheme insights and common pitfalls, helping you refine your revision and exam technique. The mock paper includes eight questions totalling 40 marks, designed to be completed in 45 minutes under timed conditions.

本解析拆解了一份 Year 9 CIE 哲学单元测试模拟卷,覆盖认识论和伦理学的核心主题。每道题目都配有范例答案、评分标准解读和常见错误分析,帮助你完善复习和应试技巧。本模拟卷包含 8 道题目,总分 40 分,要求在 45 分钟内闭卷完成。

1. Question 1: Define 'Philosophy' | 问题1:定义“哲学”

Question 1 (2 marks): Define the term 'philosophy'.

题目 (2分): 定义“哲学”一词。

A top-band answer must convey that philosophy is the rational investigation of fundamental questions about reality, knowledge, values and existence. It should reference the Greek origin 'philosophia' (love of wisdom) and stress the role of reasoned argument rather than mere opinion.

高分答案必须传达哲学是对实在、知识、价值与存在等根本问题的理性探究。应提及希腊词源“爱智慧”,并强调理性论证的作用,而非仅表达观点。

Example full-mark response: 'Philosophy is the study of the most basic questions about the world and our place in it, using critical reasoning and logical analysis. It comes from the Greek for “love of wisdom”.' This scores 2 marks because it identifies the subject matter and the method.

满分回答范例:“哲学是通过批判性推理和逻辑分析,研究有关世界及我们身处其中位置的最基本问题。它源自希腊语‘爱智慧’。”此回答得2分,因为它同时点明了研究对象与方法。

A common mistake is to say 'philosophy is just thinking about life' or 'philosophy is a set of beliefs'. Such answers lack precision and reference to rational inquiry, usually earning only 1 mark.

常见错误是写“哲学只是思考人生”或“哲学是一套信念”。这类答案缺乏精确性,未提及理性探究,通常只能得1分。


2. Question 2: State One Difference Between Knowledge and Belief | 问题2:陈述知识与信念的一个区别

Question 2 (3 marks): State one difference between knowledge and belief. (3 marks)

题目 (3分): 陈述知识与信念的一个区别。

A clear distinction is that knowledge is factive — it must be true — whereas belief can be false. Knowledge also typically requires justification or evidence; mere belief can be held without any good reason. The response should explicitly contrast the two concepts rather than just define one.

一个明确的区别是知识具有事实性——它必须为真——而信念可以为假。知识通常还需要证成或证据;单纯的信念可以毫无充分理由地被持有。答案应明确对比这两个概念,而非只定义其中一个。

Sample full-mark answer: 'Knowledge is a true belief that is supported by sufficient evidence or justification; in contrast, belief does not need to be true or justified. For example, someone may believe it will rain tomorrow even if it is false and based on a hunch.'

满分答案范例:“知识是有充分证据或证成支持的真信念;相反,信念不需要为真或证成。例如,某人可能相信明天会下雨,即使这是错误的且仅仅基于预感。”

Other acceptable differences include: knowledge implies certainty, belief permits doubt; knowledge is objective, belief can be subjective. As long as one clear, well-explained difference is given, full marks are possible.

其他可接受的区别包括:知识蕴涵确定性,信念允许怀疑;知识是客观的,信念可以是主观的。只要给出一个清晰、解释充分的区别,就有机会获得满分。


3. Question 3: Explain 'A Priori' Knowledge | 问题3:解释“先验”知识

Question 3 (4 marks): Explain what is meant by 'a priori' knowledge, providing an example. (4 marks)

题目 (4分): 解释“先验”知识的含义,并提供一个例子。

that no empirical investigation is needed to know an a priori claim. An excellent example is mathematical truths such as '2 + 2 = 4', or logical truths like 'All triangles have three sides'.

先验知识是无需依赖感官经验、仅凭理性就能证成的知识。学生应清楚说明,获知一个先验命题无需经验调查。极佳的例子包括数学真理如“2+2=4”,或逻辑真理如“所有三角形都有三条边”。

Full-mark response structure: (a) define a priori as known through reason alone, (b) contrast briefly with a posteriori (dependent on experience), (c) give an example and explain why it is a priori. For instance: 'The statement “All bachelors are unmarried” is a priori because I can know it just by understanding the meaning of the words, without checking all bachelors in the world.'

满分答案结构:(a) 将先验定义为仅通过理性认知,(b) 简要对比后天知识(依赖经验),(c) 给出例子并解释为何是先验的。例如:“‘所有单身汉都未婚’是先验的,因为我仅靠理解词语的含义就能知道,无需调查世界上所有单身汉。”

A frequent error is giving an example that requires observation, such as 'The sky is blue'. That is a posteriori and would lose marks. Also, avoid confusing 'a priori' with 'innate'; the CIE syllabus expects a focus on justification without experience.

一个常见错误是给出了需要观察的例子,如“天空是蓝色的”。这是后天知识,会丢分。同时,避免将“先验”与“天赋观念”混淆;CIE 考纲要求聚焦于无需经验的证成。


4. Question 4: Outline the Tripartite Definition of Knowledge | 问题4:概述知识的三元定义

Question 4 (4 marks): Outline the tripartite definition of knowledge. (4 marks)

题目 (4分): 概述知识的三元定义。

The tripartite definition holds that knowledge is justified true belief (JTB). It consists of three necessary and jointly sufficient conditions: the truth condition, the belief condition and the justification condition. The answer must name and briefly explain each.

三元定义认为知识是证成的真信念(JTB)。它由三个必要条件、合起来充分的条件组成:真值条件、信念条件和证成条件。答案必须对每个条件加以命名和简要解释。

A model answer: 'According to the tripartite view, a person S knows proposition P if and only if: (1) P is true – the world really is the way P describes; (2) S believes that P – S must accept P mentally; (3) S is justified in believing P – there must be adequate evidence or grounds for the belief. This definition originates from Plato’s Theaetetus.'

范例答案:“根据三元观点,某人 S 知道命题 P,当且仅当:(1) P 为真——世界确实是 P 所描述的方式;(2) S 相信 P——S 必须在思想上接受 P;(3) S 对 P 的信念是有证成的——必须拥有充分的证据或依据。这一定义源于柏拉图的《泰阿泰德篇》。”

To achieve 4 marks, all three conditions must be present with at least a simple explanation. Losing marks often happens when students list only two conditions or overlook justification. Another pitfall is confusing ‘true’ with ‘certain’ — the tripartite definition requires truth, not absolute certainty.

要拿到4分,三个条件必须全部呈现并附有至少简要的解释。失分常发生在学生只列出两个条件或遗漏证成条件时。另一个误区是把“真”与“确定”混淆——三元定义要求的是真,而非绝对确定性。


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5. Question 5: Describe a Gettier-Style Case | 问题5:描述一个葛梯尔式案例

Question 5 (6 marks): Describe a Gettier-style case that challenges the tripartite definition of knowledge. (6 marks)

题目 (6分): 描述一个挑战知识三元定义的葛梯尔式案例。

A Gettier case is a scenario where someone has a justified true belief but, intuitively, lacks knowledge because the truth and the justification are disconnected by luck. For top marks, the description must be accurate, include the relevant background and show how the belief ends up true by chance.

葛梯尔案例是这样一种情景:某人拥有一个证成的真信念,但直觉上却不算知道,因为真值与证成之间被运气割裂了。要拿高分,描述必须准确,包含相关背景,并展示信念是如何碰巧成真的。

Classic example: 'Smith has strong evidence that Jones will get a job and that Jones has 10 coins in his pocket. Smith deduces: “The man who will get the job has 10 coins in his pocket.” Unexpectedly, Smith himself gets the job, and Smith also happens to have 10 coins. Thus Smith’s belief is justified and true, yet we feel Smith does not know it.' This is the core structure worth 4 marks.

经典案例:“史密斯有充分证据表明琼斯将得到工作,且琼斯口袋里有10枚硬币。史密斯推断:‘那个将得到工作的人口袋里有10枚硬币。’出乎意料的是,史密斯自己得到了工作,并且他口袋里也碰巧有10枚硬币。因此史密斯的信念是证成的且为真,但我们觉得史密斯并不真正知道。”这个核心结构值4分。

To reach 5–6 marks, students must explicitly state why this challenges the tripartite definition: JTB conditions are met but knowledge is absent, showing that the definition is not sufficient. Mentioning 'epistemic luck' and the lack of an appropriate connection justifies higher marks.

要拿到5–6分,学生必须明确指出它为何挑战三元定义:JTB 条件均满足,知识却缺失,这表明该定义不充分。提及“认知运气”以及缺乏恰当联系能为高分提供依据。

A weak answer might merely say 'a person has a lucky true belief' without constructing a clear scenario. Or it might fail to name the three JTB conditions and how the case meets them.

较弱的答案可能只说“某人有一个幸运的真信念”,却没有构建清晰情景。或者未能列出 JTB 的三个条件以及案例是如何满足它们的。


6. Question 6: Explain the Difference Between Act and Rule Utilitarianism | 问题6:解释行为与规则功利主义的区别

Question 6 (5 marks): Explain the difference between act and rule utilitarianism. (5 marks)

题目 (5分): 解释行为功利主义与规则功利主义的区别。

Act utilitarianism evaluates each individual action by its consequences: an action is right if it produces the greatest happiness for the greatest number in that specific situation. Rule utilitarianism, by contrast, assesses actions by whether they conform to a set of rules whose general adoption would maximise overall happiness.

行为功利主义根据每个行为的后果来评价它:一个行为如果在特定情境下能为最大多数人带来最大幸福,就是正确的。而规则功利主义则是看行为是否符合一套规则,这些规则若被普遍采纳就会使总体幸福最大化。

For instance, an act utilitarian might lie to protect a friend’s feelings if it increases happiness in that one case. A rule utilitarian would ask: 'What if everyone lied whenever it increased happiness?' The erosion of trust would reduce overall happiness, so a rule against lying would be favoured.

例如,行为功利主义者可能为了保护朋友的感情而说谎,如果这个个案能增加幸福。规则功利主义者则会问:“如果每个人都在能增加幸福时说谎,会怎样?”信任的崩塌会降低总体幸福,因此会倾向于采取反对说谎的规则。

A top-level answer will link contrasting theories to key thinkers: Jeremy Bentham is associated with act utilitarianism (hedonic calculus applied per action), and John Stuart Mill with rule utilitarianism (though Mill’s position is nuanced, he emphasised general rules and higher pleasures). The distinction between case-by-case reasoning and rule-based reasoning must be crystal clear.

高分答案会将对立理论与关键思想家联系起来:杰里米·边沁与行为功利主义相关(将快乐计算应用于每一行为),约翰·斯图尔特·密尔与规则功利主义相关(尽管密尔的立场细微,但他强调普遍规则和高级快乐)。逐案推理与基于规则的推理之间的区别必须非常清晰。

A common error is to confuse rule utilitarianism with deontology. Rule utilitarians still base morality on consequences — the difference is the level at which the principle of utility is applied (rules, not individual acts). Mentioning this nuance can strengthen the answer.

常见错误是将规则功利主义与义务论混淆。规则功利主义者依然将道德建立在后果之上——区别在于功利原则的应用层面(规则层面,而非个别行为)。提及这一细微之处可以提升答案质量。


7. Question 7: Briefly Describe Kant’s Categorical Imperative | 问题7:简要描述康德的定言令式

Question 7 (6 marks): Briefly describe Kant’s Categorical Imperative and give an example. (6 marks)

题目 (6分): 简要描述康德的定言令式,并给出一个例子。

The Categorical Imperative is Kant’s fundamental moral principle, an unconditional command that applies to all rational beings regardless of personal desires. The most famous formulation is: 'Act only according to that maxim whereby you can at the same time will that it should become a universal law.' Another is the humanity formula: 'Act so that you treat humanity, whether in your own person or in that of another, always as an end and never merely as a means.'

定言令式是康德的根本道德原则,是一条适用于所有理性存在者、不依赖于个人欲望的无条件命令。最著名的表述是:“只依照你能够同时意愿它成为一项普遍法则的准则去行动。”另一条是人性公式:“你要如此行动,即无论是你自身人格中还是他人人格中的人性,都始终当作目的,而绝不仅仅当作手段来对待。”

A solid 4-mark answer will correctly state one formulation and apply it. For 5–6 marks, the universalisability test must be explained. Example: making a false promise. The maxim 'I will make a false promise when it benefits me' cannot be universalised without contradiction — if everyone did so, the very institution of promising would break down, rendering false promises impossible

Published by TutorHao | Year 9 哲学 Revision Series | aleveler.com

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