Probability Puzzles and Gender Assumptions

Two children, one of whom is a girl born on a Tuesday.

Two children, both of whom are boys.

Two children, one of whom is a boy born on a Tuesday.

Two children, one of whom is a girl born on a Monday.

Children can only be boys.

Children can either be boys or girls.

Children can only be girls.

Children can be boys, girls, or non-binary.

70% chance of being a boy, 30% chance of being a girl.

50% chance of being a boy, 50% chance of being a girl.

60% chance of being a boy, 40% chance of being a girl.

40% chance of being a boy, 60% chance of being a girl.

1/4

1/2

1/3

2/3

It doesn't consider the order of children.

It assumes both children are girls.

It assumes both children are boys.

It doesn't consider the day of birth.

Three possibilities

Two possibilities

Four possibilities

One possibility

1/4

2/3

1/2

1/3

To confuse the solver.

To eliminate incorrect answers.

To visually represent the possibilities.

To make the puzzle more complex.

Both children are girls.

One child is a boy born on a Tuesday.

Both children are boys.

One child is a girl born on a Monday.

14 ways

27 ways

13 ways

20 ways