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1237
A kindergarten student always counts '1, 2, 3, 7', consistently skipping '4, 5, 6'. When I try to correct her, she insists that's how her mother taught her. Confused, I arrange a home visit. After visiting her home, I too begin telling her that yes, 7 does come after 3.
A kindergarten student always counts '1, 2, 3, 7', consistently skipping '4, 5, 6'. When I try to correct her, she insists that's how her mother taught her. Confused, I arrange a home visit. After visiting her home, I too begin telling her that yes, 7 does come after 3.

Why did the child's mother teach her to count as 1237 instead of the normal 1234567?
Why did the child's mother teach her to count as 1237 instead of the normal 1234567?