A math puzzle that intrigues internet users
A delicate math challenge, recently shared on social media, has piqued the interest of many users due to its unusual equations. If you enjoy stimulating your brain with logical puzzles, this one is sure to captivate you.
A challenge that gets people talking
At first glance, the riddle appears simple.
However, a closer examination reveals a deceptive logic that puzzles even the sharpest minds.
Here’s the message circulating:
“2 = 8, 3 = 15, 4 = 24, 6 = ?”
Your mission: discover the hidden pattern behind these enigmatic equalities.
Another puzzle that turns heads
This isn’t the first time a math challenge has ignited social media.
Another equally perplexing example quickly went viral:
“Only for geniuses: 3 x 3 = 12, 4 x 4 = 20, 5 x 5 = 30, 8 x 8 = ?, 99% failure.”
Once again, this isn’t classical arithmetic. The real challenge lies in identifying a hidden pattern based on unconventional logic.
Puzzles that challenge the rules
What makes these puzzles so fascinating is that they not only test your math skills but also encourage you to think differently.
These riddles call for logic, creativity, and sometimes a dash of intuition. They require you to dare to think outside the box.
The internet’s obsession with puzzles
The internet is filled with intellectual challenges. Whether it’s:
- optical illusions,
- logical riddles,
- or twisted math problems,
users eagerly engage, sharing their hypotheses, debating solutions… and challenging themselves to beat the odds.
It’s your turn: will you take the challenge?
Whether you’re a math enthusiast or simply in search of a stimulating challenge, these puzzles are for you.
They offer more than mere entertainment: they sharpen your mind, ignite your curiosity, and provide genuine satisfaction when you uncover the secret.
Stay tuned: the next viral puzzle could emerge at any moment!
Here’s the solution we found
Riddle:
2 = 8, 3 = 15, 4 = 24, 6 = ?
Step 1: Observe the pairs
Let’s look at what connects each number to its result.
- 2 = 8
- 3 = 15
- 4 = 24
We notice a progression:
8, 15, 24 → each time, we add 7, then 9.
But let’s look for a mathematical relationship between the left number and the result.
Step 2: Test a formula
Let’s try a formula of the form:
n × n + n = result
Testing each value:
For 2:
2×2=4
4+4=8 → or directly:
2×(2+2)=2×4=8
For 3:
3×(3+2)=3×5=15
For 4:
4×(4+2)=4×6=24
We observe that the pattern is:
n × (n + 2) = result
Step 3: Apply the formula to 6
Using the same reasoning:
6×(6+2)=6×8=48
