Paper 4, Section I, DNumbers and Sets | Part IA, 2012(i) Find integers xxx and yyy such that 18x+23y=10118 x+23 y=10118x+23y=101.(ii) Find an integer xxx such that x≡3( mod 18)x \equiv 3(\bmod 18)x≡3(mod18) and x≡2( mod 23)x \equiv 2(\bmod 23)x≡2(mod23).Typos? Please submit corrections to this page on GitHub.