mat 2025 Q27X(iv)

mat · Uk Proof Proof Involving Combinatorial or Number-Theoretic Structure

Suppose that we want to find a nice set of two numbers that are the same colour. By considering the possibilities for the colours of the numbers 1, 2, and 3, prove such a set always exists.

Suppose that we want to find a nice set of two numbers that are the same colour. By considering the possibilities for the colours of the numbers 1, 2, and 3, prove such a set always exists.

Paper Questions

Q26X(i) Q26X(ii) Q26X(iii) Q26X(iv) Q26X(v) Q26Y(i)(a) Q26Y(i)(b) Q26Y(ii) Q26Y(iii) Q26Y(iv) Q26Y(v) Q26Y(vi) Q27X(i) Q27X(ii) Q27X(iii) Q27X(iv) Q27X(v) Q27Y(i) Q27Y(ii) Q27Y(iii) Q27Y(iv) Q27Y(v) Q27Y(vi)