Question
What is the probability that an ordinary year has 53 sundays?

Answer

Since in an ordinary year there are 52 weeks and one day. so, we have to determine the probability of that one day being sunday. $\text{S} = \big\{\text{M, T, W, T, H, F, S, S, U}\big\}$ $\therefore\text{p(E)}=\frac{1}{7} $

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