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Cause and Effect

Cause-and-effect questions test whether you can distinguish a real causal link from a coincidence, a shared third factor, or a sequence of events that merely look related. The PMDC MDCAT 2026 syllabus expects you to recognise causal fallacies, reject weak claims, and decide when an argument's conclusion necessarily follows. Expect 1-2 MCQs from this topic in the Logical Reasoning section.

PMC Table of Specifications. This topic covers three PMDC subtopics — Causal Reasoning, Rejecting False Beliefs, and Valid Arguments. The exam favours short statement-plus-conclusion stems where you must spot a hidden causal flaw.

Causal Reasoning

Causal reasoning is the process of inferring that one event (the cause) brings about another event (the effect). MDCAT items most commonly test the difference between an actual cause and a mere statistical association.

Correlation vs causation

Two variables are correlated when they tend to vary together. They are causally related only when changing one actually produces a change in the other. Ice-cream sales and drowning incidents both rise in summer — they are correlated but neither causes the other; the heat is the real cause.

Necessary vs sufficient causes

A necessary cause must be present for the effect to occur (oxygen is necessary for combustion). A sufficient cause guarantees the effect on its own (decapitation is sufficient for death). Many MDCAT distractors confuse these two: a cause can be necessary without being sufficient, and vice versa.

Post-hoc ergo propter-hoc fallacy

Latin for "after this, therefore because of this." Assuming that because event B followed event A, A must have caused B. Example: "I wore my lucky shirt and our team won, so the shirt caused the win." Sequence in time alone never proves causation.

Common-cause fallacy

Mistaking a correlation for direct causation when both variables are actually driven by a third, hidden factor. Example: Children with bigger feet read better — not because foot size causes literacy, but because both grow with age.

Reverse causation

Assuming A causes B when in fact B causes A. Example: "Hospitals make people sick, because hospital patients are sicker than the general population." The reverse is true — sick people seek hospitals.

Necessary vs Sufficient cause
PropertyNecessary causeSufficient cause
What it meansEffect cannot occur without this causeCause alone is enough to produce the effect
If cause absentEffect cannot occurEffect may still occur (other causes exist)
If cause presentEffect may occur (but may not)Effect will occur
Logical formEffect ⇒ CauseCause ⇒ Effect
ExamplesOxygen for fire; HIV for AIDS; ATP for muscle contractionDecapitation for death; full blood-supply cut for tissue death
Both?A cause that is both necessary and sufficient is the only cause: e.g., specific genetic mutation for a single-gene disease.
Causal-reasoning fallacies — how to spot each
FallacyPatternWhy it failsTest it with
Post hoc"B followed A ∴ A caused B"Sequence ≠ causationCould B have happened anyway?
Common-causeA and B correlate ∴ A causes BHidden third factor C drives bothWhat confounder might explain both?
Reverse causationA causes B (when actually B causes A)Direction of arrow flippedCould the cause and effect be swapped?
Correlation = causation"X is correlated with Y ∴ X causes Y"Correlation alone shows nothing about mechanismRule out chance, reverse, common cause
Anecdotal evidenceOne personal story used to refute / proveSingle case ≠ population trendWhat does the population data show?
Cherry-pickingSelecting only supporting dataIgnores contradicting casesWas the full data set considered?
Common trap. "X is correlated with Y" never on its own justifies "X causes Y." Before accepting causation you must rule out (a) chance, (b) reverse causation, and (c) a common third cause.

Rejecting False Beliefs

Many everyday claims sound causal but collapse under scrutiny. The MDCAT expects you to recognise weak cause-effect claims and pick them out from a list.

Markers of a weak causal claim

Anecdotal reasoning

Drawing a general causal conclusion from one or two personal stories. Example: "My grandfather smoked all his life and lived to 95, so smoking does not cause cancer." A single counter-example does not overturn population-level evidence.

Cherry-picking evidence

Selecting only the data points that support the desired causal conclusion while ignoring the rest. The honest test of a cause-effect claim is whether it survives the full data set, not the chosen highlights.

How to test a causal claim

Ask three questions in order: (1) Is the association real or could it be due to chance? (2) Could the direction of cause and effect be reversed? (3) Could a third variable be driving both? Only if all three doubts are resolved is the claim worth accepting.

Valid Arguments

An argument is a set of premises offered in support of a conclusion. Cause-and-effect items often hand you premises and ask whether the conclusion necessarily follows. The two key concepts are validity and soundness.

Deductive validity

An argument is deductively valid when, if the premises are true, the conclusion must be true. Validity is about logical structure, not about whether the premises are actually true.

Soundness

An argument is sound when it is both valid and all of its premises are actually true. A sound argument guarantees a true conclusion. Many valid arguments are unsound because they rest on false premises.

Worked example — valid but unsound

Premise 1: All birds are mammals. Premise 2: A sparrow is a bird. Conclusion: A sparrow is a mammal. The structure is valid — the conclusion follows from the premises — but Premise 1 is false, so the argument is unsound.

Worked example — valid and sound

Premise 1: All humans are mortal. Premise 2: Socrates is a human. Conclusion: Socrates is mortal. Both premises are true and the conclusion follows necessarily — valid and sound.

Premise
A statement offered as a reason or evidence in an argument.
Conclusion
The statement that the premises are intended to support.
Valid argument
One whose conclusion must be true if its premises are true (form-correct).
Sound argument
A valid argument whose premises are also actually true.
Cogent argument
An inductively strong argument with true premises — the inductive counterpart to soundness.
Approach mnemonic — "C-R-A-P". Before accepting a causal claim, screen it for Chance, Reverse causation, Alternate (third) cause, and Poor sample (anecdote). If any apply, reject the claim.

Worked MCQs

Five MCQs that capture the high-yield testing patterns for cause and effect. Read the explanation even when you get the answer right — it's where the deeper concept lives.

Q1. A study finds that towns with more churches also have more bars. The most reasonable explanation is:

  • Churches cause bars to open nearby.
  • Bars cause churches to open nearby.
  • A third factor (population size) drives both.
  • The correlation is purely random with no underlying reason.

This is a textbook common-cause situation. Larger towns simply have more of every kind of building — churches, bars, schools, shops. Concluding that one causes the other is a fallacy because both are driven by a third variable: population.

Q2. "I drank a glass of warm milk last night and slept well, so warm milk cures insomnia." This argument commits which fallacy?

  • Reverse causation
  • Post-hoc ergo propter-hoc
  • Circular reasoning
  • Appeal to authority

The arguer infers causation purely from temporal sequence (B happened after A). One personal experience cannot establish a general cause-effect link, especially without ruling out chance or other causes (tiredness, time of day, etc.).

Q3. Premise 1: All metals expand on heating. Premise 2: Iron is a metal. Conclusion: Iron expands on heating. This argument is:

  • Valid but unsound
  • Valid and sound
  • Invalid but true
  • Invalid and unsound

The conclusion follows necessarily from the premises (validity), and both premises are factually true (soundness). A valid argument with true premises is the gold standard — sound.

Q4. Oxygen is required for combustion to occur, but oxygen alone does not start a fire. Oxygen is therefore a:

  • Sufficient but not necessary cause
  • Necessary but not sufficient cause
  • Both necessary and sufficient cause
  • Neither necessary nor sufficient

Without oxygen, combustion cannot occur — so it is necessary. But oxygen on its own does not ignite anything — you also need fuel and an ignition source — so it is not sufficient.

Q5. Statement: "Patients who visit hospitals frequently die earlier than those who do not, so hospitals shorten lives." The flaw in this reasoning is:

  • Post-hoc fallacy
  • Appeal to ignorance
  • Reverse causation
  • Straw man

The arguer has the cause and effect backwards. People who visit hospitals frequently are usually already sick — their illness is the cause both of hospital visits and of earlier death. The hospital is not shortening their life; their illness is.

Quick Recap

Test yourself. Take a timed practice test or browse topic-wise MCQs to lock these concepts in.