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12. Find ϕ(n)\phi(n)ϕ(n) for the integers nnn with 13⩽n⩽2013 \leqslant n \leqslant 2013⩽n⩽20.
A number or a short expression. Spacing and $ signs are ignored.
12. ϕ(13)=12,ϕ(14)=6,ϕ(16)=8,ϕ(17)=16,ϕ(18)=6,ϕ(19)=18,ϕ(20)=8\phi(13)=12, \phi(14)=6, \phi(16)=8, \phi(17)=16, \phi(18)=6, \phi(19)=18, \phi(20)=8ϕ(13)=12,ϕ(14)=6,ϕ(16)=8,ϕ(17)=16,ϕ(18)=6,ϕ(19)=18,ϕ(20)=8
Source: NuminaMath-1.5, licensed Apache-2.0. Statement and solution reproduced as published; topic and difficulty added by this site.