At first glance, this challenge seems simple: just count the shiny green peas and choose between 21 and 25. But don’t rush! The unusual arrangement can make you lose track, skip a row, or accidentally count the same pea twice. Take a close look and see if you can find the correct total without getting distracted by the two suggested answers.

The trick is to count each row separately, moving from top to bottom. The arrangement contains seven rows: the first has 3 peas, the second 4, the third 3, the fourth 4, the fifth 3, the sixth 4, and the final row 3. Adding them together gives you 3 + 4 + 3 + 4 + 3 + 4 + 3 = 24.

That means the answer is 24 peas, not 21 or 25! The puzzle’s real challenge is resisting the suggested choices and trusting your own count. When a question gives you only two possible answers, remember that neither has to be correct. Sometimes the simplest way to solve a visual puzzle is to slow down and check every row carefully. 🧠

Did you count 24 on your first try, or did 21 and 25 make you second-guess yourself? How many seconds did it take you to find the answer? Share your result in the comments and challenge your friends to see whether they can spot all 24 without making a counting mistake!