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QLDSpecialist MathematicsUnit 3: Mathematical induction, and further vectors, matrices and complex numbers

Quick questions on Mathematical induction (QCE Specialist Mathematics Unit 3)

1short Q&A pairs drawn directly from our worked dot-point answer. For full context and worked exam questions, read the parent dot-point page.

What is the principle?
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The principle of mathematical induction says: if P(1)P(1) is true (the base step), and if for every integer k1k \geq 1 the truth of P(k)P(k) implies the truth of P(k+1)P(k+1) (the inductive step), then P(n)P(n) is true for all positive integers nn.

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