Assume non-leap years and that each birthday is equally likely. Find the probability a person is born in June, and indicate whether using classical probability is suitable.

$\frac{31}{365}\approx 0.0849$

Yes, classical methods are suitable.

$\frac{30}{365}\approx 0.0822$

No, classical methods are not suitable.

$\frac{30}{365}\approx 0.0822$

Yes, classical methods are suitable.

$\frac{1}{12}\approx 0.0833$

No, classical methods are not suitable.