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10 cards from this deck
To prove statements for natural numbers.
N is divisible by d if N = d × q for some integer q.
Results of adding, subtracting, or multiplying are integers.
It helps set up proof structures in induction.
The starting point to prove a statement is true.
Assume true for n=k, prove for n=k+1.
That the statement holds for n=k+1.
Integer closure in divisibility.
Incorrect base case initialization.
They reinforce concepts and improve problem-solving abilities.
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