Cognitive puzzles have always intrigued and challenged our minds, pushing us to think outside the box. Today, we have an interesting brain teaser featuring fried eggs with an unknown number in one corner. The big question is: What number should replace the question mark?
At first glance, this puzzle might seem straightforward, but many people struggle to find the correct answer. Let’s break it down step by step, analyze common mistakes, and finally arrive at the right solution.
Try to Solve It First!
Before we dive into the solution, take a moment to analyze the image. Each fried egg pair or grouping has a number next to it, except for the last one. Your challenge is to figure out the pattern behind these numbers and determine the missing value.
So, what’s your answer? 12? 24? Something else? Let’s see if you’re right.
Common Mistakes People Make
Puzzles like this often trick people into seeing patterns that don’t actually exist or missing key details. Here are some common mistakes:
- Assuming the numbers represent the total number of yolks
Many people assume the number is simply the count of yolks in each grouping. However, if that were the case, the values would be 2, 3, 2, and 3—this doesn’t match the numbers given. - Thinking the numbers count the number of egg whites
Some might assume the numbers are based on the number of egg whites. However, we see cases where eggs are overlapping, making this unreliable. - Overcomplicating the pattern
Some puzzle solvers jump straight to complex mathematical operations before checking simpler patterns.
If you made one of these mistakes—don’t worry! Now let’s walk through the correct method to solve this.
Video : Which Number Replaces The Question Mark ??
Step-by-Step Solution: Finding the Pattern
Let’s examine the numbers given: 12, 23, and 22. Each number corresponds to a different grouping of eggs. But what do they mean?
Step 1: Count the Yolk Pairs and Their Positioning
Looking closely at each plate, we see that:
- 12 → Two yolks in one egg white.
- 23 → Three yolks in one egg white + two yolks in another egg white.
- 22 → Two yolks in each of two egg whites.
From this, we see that the numbers are NOT just counting yolks or egg whites alone.
Step 2: Understanding the Number Formation
Observing the pattern, the first digit of the number corresponds to the number of yolks in the first egg, and the second digit corresponds to the number of yolks in the second egg.
- 12 → (1 yolk in the first egg, 2 yolks in the second egg)
- 23 → (2 yolks in the first egg, 3 yolks in the second egg)
- 22 → (2 yolks in the first egg, 2 yolks in the second egg)
Step 3: Identifying the Last Number
Now, let’s apply this pattern to the final grouping, which contains 3 yolks in one egg white and no additional egg.
Following the same rule, the first digit is 3 (yolks in the first egg), and since there is no second egg, we assume the second digit is 1.
Thus, the missing number should be 13.
Final Answer: 13
After carefully analyzing the pattern, we conclude that the correct number to replace the question mark is 13. The first digit represents the number of yolks in the first egg, and the second digit represents the number of yolks in the second egg.
Did you get it right? If not, don’t worry! The key takeaway is to pay attention to patterns rather than just counting random elements.
Video : Egg Riddles
Join the Discussion!
Did you find a different pattern? Do you enjoy solving logic puzzles like this one? Share your answers and thoughts in the comments below!
If you liked this challenge, try tackling more puzzles to sharpen your logical thinking and pattern recognition skills. The more you practice, the better you get at spotting hidden patterns and solving tricky problems quickly.
So, what are you waiting for? Test your brain with another puzzle today!
My Sister Billed Me $2,145 for the Surprise Birthday Party She Planned for Me – I Was Ready to Pay Until I Looked Inside Her Wallet
Christina’s 29th birthday took an astonishing twist when her sister hosted a surprise party for her, then presented her with a bill for $2,145. Shocked and caught off guard, Christina was left speechless, her evening ruined by this financial revelation. But karma had another surprise in store, turning the situation on its head.
Hey everyone, I’m Christina! I celebrated my 29th birthday last week, and believe me, it’s a birthday I’ll remember for all the wrong reasons. Quick question: How would you react if you were asked to pay for a surprise you never requested? Because that’s exactly what happened to me…
Birthdays haven’t been my thing lately. I’ve been dealing with some severe skin problems that require treatment, and as you can guess, those medical bills are no joke. Plus, the constant pressure of rent meant that having a big celebration wasn’t something I could afford this year.
I was perfectly okay with that, though. A quiet evening at home with a cake and some Netflix sounded ideal to me.
So, picture my surprise when my sister Lori called me two days before my 29th and asked about my birthday plans. Now, Lori and I are close, but she can be a bit over the top sometimes.
“Hey Lori,” I said, balancing the phone between my ear and shoulder while folding laundry. “Honestly? Probably nothing. I need to save money for those annoying medical bills, you know the drill.”
There was a moment of silence on the other end, and for a second, I thought the call had cut out. Then, Lori sighed. A big, dramatic sigh like the kind you make when you find out the bakery is out of croissants.
“Oh, honey,” she said in a sympathetic tone. “That’s so sad. Birthdays are meant to be special! You can’t just skip yours entirely.”
“It’s not like I’m skipping it completely,” I argued while hanging a shirt on the line. “I’m just keeping it simple. Just me and…you know…some beer, maybe some cupcakes.”
And that was it. She sighed and hung up. The rest of the week dragged on, each day inching me closer to an uncertain birthday outcome.
Finally, the big day came. My phone buzzed with birthday messages from friends and even a few colleagues, which was nice. Then, around noon, my phone rang. It was Lori.
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