This is a classic riddle based on misunderstanding dates.
She was born and died in 1975, but that doesn’t mean she was only 0 years old in that year in the way we normally assume.
🧠 The trick:
The years refer to BC (Before Christ) or a different calendar system, or more commonly in riddles:
She was born in 1975 BC and died in 1975 AD is NOT needed here—the intended answer is simpler:
👉 The key idea is that “1975” is repeated, but the riddle actually relies on how ages are calculated, not the same calendar year logic people assume.
✔️ The correct intended explanation:
She was born in 1975 BC and died in 1953 BC (this is the usual version of the riddle), making her 22 years old.
🧩 Why it confuses people:
People assume:
“Born in 1975 and died in 1975 = same year → impossible to be 22”
But riddles often hide that the dates are not in the same context or are misread.
If you want, I can give you more riddles like this—they’re fun and tricky.
