Original post by B_9710
What are the 4 basic examples?
- rational no.s
prime numbers
greatest odd integer
n^2 must be even
On both the AQA and Edexcel specifications it says "including proof of the irrationality of √2 and the infinity of primes, and application to unfamiliar proofs."
Hopefully this helps if you're doing one of these specs
Hopefully this helps if you're doing one of these specs
Original post by flaurie
On both the AQA and Edexcel specifications it says "including proof of the irrationality of √2 and the infinity of primes, and application to unfamiliar proofs."
Hopefully this helps if you're doing one of these specs
Hopefully this helps if you're doing one of these specs
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