Let $S=\{1,2,3, \ldots, 2022\}$. Then the probability, that a randomly chosen number n from the set S such that $\mathrm{HCF}\,(\mathrm{n}, 2022)=1$, is :

Question

$\frac{128}{1011}$

$\frac{166}{1011}$

$\frac{127}{337}$

$\frac{112}{337}$

Solution

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