At first glance, the answer seems easy: count the yolks. But look closely—two areas of the pan contain large egg-white pools with two yolks each, creating the perfect visual trap.

So what’s the real number of eggs? There are three possibilities. If every yolk came from a separate egg, the pan contains 8 eggs. If both double-yolk pools are naturally occurring double-yolk eggs, then there are only 6 eggs. And if one pool is a double-yolker while the other contains two separate eggs whose whites merged together, the answer is 7 eggs.

The tricky part is that the picture alone cannot tell us which explanation is correct. Two yolks close together don’t necessarily mean they came from one egg—the whites of separate eggs can spread and merge while cooking. Likewise, a single egg can naturally contain two yolks.

So, did you solve the breakfast mystery? 😄 The answer could be 6, 7, or 8 eggs, depending on what those two double-yolk sections actually represent. How many did you count? Drop your answer in the comments!