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Ethical reasoning: compare reasons before choosing a verdict

A moral disagreement may concern arithmetic, missing facts or which reasons have priority. State the rule that produces a verdict and test what changes when one reason is removed.

Course topic: Ethics and Moral Theory

Study route and exercise: University Reading List editorial project. How we curate · Sources checked:

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Scope and responsibility

The fictional allocation uses fully stipulated benefits and two simplified decision rules. Neither rule is the whole of a philosophical tradition, a universal moral verdict or a claim that any listed author endorses this exercise.

Choose your starting point

Begin free with arguments

Use Rebus to reconstruct a position and an objection before adopting a label.

Compare systematic theories

Use Rachels for a compact survey with arguments and replies.

Question what theories leave out

Use Williams after introductory ethics to examine reflection, commitment and the ambitions of theory.

Compare the three books

Introduction to Philosophy: Ethics

George Matthews (book editor); Christina Hendricks (series editor) · 2019

Free argument-based introduction

Choose it when
You need a first explanation of major approaches and objections.
Use another route when
You need an exhaustive global ethics anthology or advanced specialist treatment.
Selected reading
Read chapters 5 and 6 on utilitarianism and deontology, then compare chapter 7 on feminist ethics.
Limits and trade-offs
Mostly Western introductory coverage supplies starting questions, not a procedure that resolves every case.

Try before choosing

Reconstruct a reason for maximizing benefits and a reason against ignoring a prior promise.

Check your work: Both reasons are stated as premises, not merely named “consequences” and “duty”.

Official free reading ↗

Book record and access options →

The Elements of Moral Philosophy

James Rachels; Stuart Rachels · Edition: 10 · 2026

Compact theory comparison

Choose it when
You want theories presented with reasons, objections and independent chapter routes.
Use another route when
You need Williams’s sustained critique or a primary-text anthology.
Selected reading
Read the named utilitarianism/debate, absolute-rules and respect-for-persons discussions in the selected edition.
Limits and trade-offs
The publisher’s current page also covers changing platform formats; match the selected copy before using numbered assignments.

Try before choosing

Give the strongest objection to each allocation rule, using the supplied vectors.

Check your work: An objection to aggregation is not a calculation error; an objection to constraints acknowledges the forgone total.

Book record and access options →

Ethics and the Limits of Philosophy

Bernard Williams · 2011

Critical examination of theory

Choose it when
You can already explain utilitarian and Kantian arguments without caricature.
Use another route when
You need your first definitions or a checklist for an immediate moral answer.
Selected reading
Begin with Socrates’ question and the discussions of ethical theory, reflection and moral obligation.
Limits and trade-offs
A critique of systematic theory is not permission to stop giving reasons or to attribute a convenient answer to Williams.

Try before choosing

Identify what the simplified benefit table omits and why that omission matters to justification.

Check your work: Separate a challenge to the exercise’s stipulated model from an alternative result calculated within it.

Book record and access options →

Check your preparation

Are the benefit numbers measurements?

No. They are invented, interpersonally comparable inputs for this paper case. Real comparability and omitted effects would require argument and evidence.

Does a valid calculation settle the moral issue?

It establishes what follows under its premises. The priority of aggregation, promises or minimum access remains a normative question.

Can I invent an exception?

You can propose a clearly labelled countercase. You cannot secretly add an emergency, outside alternative or invalid promise to solve the supplied case.

A six-step study plan

These are your own study marks, not an assessment. They are not sent to this site.

  1. Reconstruct two reasons

    Selected reading: Rebus: chapters 5–6.

    What to do: Write one premise-to-conclusion argument for each decision rule.

    Check your work: The priority rule is explicit.

  2. Audit the packet

    Selected reading: Rachels: theory and objections.

    What to do: List people, room hours, benefits, promise and floor separately.

    Check your work: Hours and benefit points are not interchangeable units.

  3. Calculate all options

    Selected reading: Utilitarianism discussions.

    What to do: Sum three benefit vectors and check every access condition.

    Check your work: Totals are 20, 16 and 18; six hours are allocated in each.

  4. Compare the conflict

    Selected reading: Rebus and Rachels.

    What to do: Explain why a higher total does not answer the promise/floor objection.

    Check your work: Identify the exact persons excluded under X.

  5. Test the release

    Selected reading: Williams: reflection alongside follow-up.

    What to do: Remove only the released equal-share promise and re-evaluate.

    Check your work: The minimum-access condition remains binding.

  6. Write a reasoned verdict

    Selected reading: All three routes.

    What to do: State a conditional answer, its strongest objection and a genuine changed-premise case.

    Check your work: Do not present a simplified classroom rule as an author’s complete moral theory.

Worked exercise

A room, a promise and three allocations

Four fictional readers A–D share six study-room hours. Only X, Y or Z may be chosen. X gives hours (3,3,0,0) and benefits (10,10,0,0); Y gives hours (1.5,1.5,1.5,1.5) and benefits (4,4,4,4); Z gives hours (2,2,1,1) and benefits (6,6,3,3). A valid prior promise requires equal hours unless all four release it. A separate minimum-access requirement is at least one hour per reader. Compare rule U: maximize total benefit only; rule C: satisfy both promise and floor, then maximize benefit among admissible options.

Assumptions

All effects, feasible options and comparable benefit points are supplied; there are no external alternatives, costs, emergencies or unrecorded consents. The promise has not been released. U and C are stipulated competing normative rules, not universal ethical truths.

  1. All three options allocate six hours. Benefit totals are X=20, Y=16 and Z=18, so U uniquely chooses X. Its benefit gain over Y is four points, with C and D receiving zero hours.
  2. The floor excludes X. Y and Z satisfy the floor, but Z gives unequal hours and violates the unreleased equal-share promise. Therefore C admits only Y and selects it.
  3. The conflict is not an arithmetic disagreement. U must defend why the extra total can override the promise and exclusion; C must defend giving priority to its constraints despite Z’s higher benefit and adequate minimum access.

Answer and interpretation

U chooses X; C chooses Y. Both follow their stated rules correctly. Deciding which rule is justified needs further moral argument about aggregation, commitments and access, not a claim that one side cannot add.

Test the result

Check every person’s hours, not merely the total. A promise of equal hours is not a promise of equal benefit, even though Y happens to have both here.

Change an assumption

Release one constraint without erasing the other

All four now explicitly and freely release the equal-hours promise after being informed of X, Y and Z. The minimum one-hour requirement remains valid and unreleased. All options, hours and benefits stay identical. Reapply U and C.

  1. U is unchanged and still chooses X with total 20. The new consent does not alter the benefit sums.
  2. C no longer requires equal hours, so Z becomes admissible together with Y. X still fails the one-hour floor for C and D.
  3. Among C’s admissible options, Z has 18 benefits against Y’s 16, so C now chooses Z. Releasing the promise changes the C verdict, but does not release the independent minimum-access condition.

Answer and interpretation

U still chooses X; C changes from Y to Z. The remaining disagreement concerns whether the minimum-access constraint can be overridden for two extra benefit points, rather than an unreleased equality promise.

Test the result

Do not infer that consent removes every constraint. A further countercase removing the floor would be a new premise change, not part of this follow-up.

Common mistakes

Theory as a label

Naming a school does not supply its premises, exceptions or answer to an objection.

Benefits erase distribution

The sum can rise while some people lose access; show vectors as well as totals.

Critique becomes no reasons

Questioning the model requires reasons about its omissions, not an unsupported personal preference.

Before moving on

  • Reconstruct opposing arguments charitably and identify their normative priorities.
  • Calculate totals and apply person-specific constraints without mixing units.
  • Revise a conditional verdict after a targeted premise change and locate the remaining dispute.

Sources and edition checks

Sources checked:

These are proposed study activities, not official course assignments or a claim that every book has been read cover to cover.

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