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https://math.answers.com/math-and-arithmetic/Are_there_more_people_with_even_or_odd_number_birthdays

Are there more people with even or odd number birthdays? - Answers

Of course this is impossible to tell exactly.But assuming that every day the same amount of children are born (every day, every month, every season etc. is as romantic as the other) the answer will be odd since there are 7 out of 12 months with 31 days (16 odd and 15 even) and every 4 years there's a 29th of February (8 out of 12 months with more odd than even days that year)



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Are there more people with even or odd number birthdays? - Answers

https://math.answers.com/math-and-arithmetic/Are_there_more_people_with_even_or_odd_number_birthdays

Of course this is impossible to tell exactly.But assuming that every day the same amount of children are born (every day, every month, every season etc. is as romantic as the other) the answer will be odd since there are 7 out of 12 months with 31 days (16 odd and 15 even) and every 4 years there's a 29th of February (8 out of 12 months with more odd than even days that year)



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https://math.answers.com/math-and-arithmetic/Are_there_more_people_with_even_or_odd_number_birthdays

Are there more people with even or odd number birthdays? - Answers

Of course this is impossible to tell exactly.But assuming that every day the same amount of children are born (every day, every month, every season etc. is as romantic as the other) the answer will be odd since there are 7 out of 12 months with 31 days (16 odd and 15 even) and every 4 years there's a 29th of February (8 out of 12 months with more odd than even days that year)

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      Of course this is impossible to tell exactly.But assuming that every day the same amount of children are born (every day, every month, every season etc. is as romantic as the other) the answer will be odd since there are 7 out of 12 months with 31 days (16 odd and 15 even) and every 4 years there's a 29th of February (8 out of 12 months with more odd than even days that year)

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