In a proof by (weak) induction that a statement P(n) holds for all integers n \ge 1 , what does the BASE CASE establish?

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In a proof by (weak) induction that a statement

P(n) holds for all integers $n \ge 1$ n \ge 1, what does the BASE CASE establish?

P(0)

❌

P(k) for an arbitrary

❌

P(1)

✅

P(k+1) assuming

P(k)

❌

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