Back to Topic 3.1 — Nature of knowledge
3.1.5Philosophy SL8 flashcards

Reasoning and self-knowledge

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Card 1 of 83.1.5
3.1.5
Question

Deductive reasoning?

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All 8 Flashcards — Reasoning and self-knowledge

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Card 1definition

Question

Deductive reasoning?

Answer

Reasoning from a general rule to a particular case; if the premises are true, the conclusion must be true (certain).

Card 2definition

Question

Inductive reasoning?

Answer

Reasoning from many cases to a general rule; the premises make the conclusion likely, never certain.

Card 3example

Question

A deduction example?

Answer

'All humans are mortal; Socrates is human; so Socrates is mortal' — the conclusion is guaranteed.

Card 4example

Question

An induction example?

Answer

'The sun has risen every day so far, so it will rise tomorrow' — likely, but not certain.

Card 5concept

Question

Hume's problem of induction?

Answer

Induction assumes the future will resemble the past, but proving that would itself use induction — a circle.

Card 6concept

Question

Hume's deeper point (Go further)?

Answer

Induction can't be proven yet we can't live without it — so world-knowledge is reasonable belief, not certainty.

Card 7concept

Question

Is self-knowledge specially certain?

Answer

You can't easily be wrong about how you FEEL, but understanding your own motives and character is often hard-won.

Card 8definition

Question

How does Section B differ from Section A?

Answer

Section B is a stimulus-free essay on an optional theme; you argue the question, weigh views and conclude.

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