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Critical thinking challenges

Think-it-through questions on critical thinking, from teen to adult level, each with a clear explanation.

16 questions · free · no account needed · works offline once loaded

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Ice-cream sales and sunburns rise together in summer. What may explain both?

Options: Sunburns cause shops to sell ice cream · Hot, sunny weather · Ice cream causes all sunburns

Answer: Hot, sunny weather

A third factor can influence both variables.

A post says a study 'proved' a supplement works. What detail helps judge that claim?

Options: How many emojis are in the post · Study design, participants and comparison group · Whether the claim is repeated often

Answer: Study design, participants and comparison group

Methods and comparison groups help show what evidence supports.

Why might an advert use a celebrity quote instead of results from a study?

Options: An appeal to popularity or authority may persuade without proving the claim · It removes the need for evidence · It guarantees a fair test

Answer: An appeal to popularity or authority may persuade without proving the claim

A familiar person’s endorsement is not a substitute for relevant evidence.

A survey is answered only by people who volunteer online. What risk is clear?

Options: Random assignment · Self-selection bias · Perfect population coverage

Answer: Self-selection bias

Volunteers may differ systematically from the population.

A city adds bike lanes and cycling rises. Which comparison would strengthen a causal analysis?

Options: Compare two different months in one city · Compare trends with a similar city without the change · Ask only new cyclists what they think

Answer: Compare trends with a similar city without the change

A comparable control helps account for broader trends.

A new piece of evidence is equally likely under two competing explanations. How should it affect their relative support?

Options: It proves both · It should not favour either one · It rules out both

Answer: It should not favour either one

Evidence with equal likelihood under both hypotheses does not distinguish them.

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