Home
Categories
ADVERTISEMENT
Case #042: The Pattern of Power
Logic Case Logic

Case #042: The Pattern of Power

ADVERTISEMENT
Pattern Recognition
2 min
0 Solvers
149 Views
Only 18% of people solve this on the first try.

Pattern Recognition

The screen displays the following numbers: 2, 6, 12, 20, 30, ... ? Each number follows a specific mathematical rule. Identify the pattern and choose the correct final number.

Sequence #101

Look at the differences between the numbers: (6-2)=4, (12-6)=6, (20-12)=8... Do you see the pattern emerging?

SOLVED!
Option A
Option A
The Linear Guess
"The next number should be 40. It just feels right."
SOLVED!
Option B
Option B
The Quadratic Solver
"The pattern is n² + n. The next number is 42."
SOLVED!
Option C
Option C
The Multiplier
"Each number is multiplied by something. It's 45."
SOLVED!
Option D
Option D
The Prime Hunter
"It's based on prime numbers. The answer is 37."
ADVERTISEMENT

Action

FIX SEQUENCE

Click the number that completes the sequence.

How To

Observe the numbers and calculate the difference between each pair. Identify the repeating rule to find the missing value.

Visuals provided by Unsplash

Share The Fun

Invite friends to take this challenge!

SHARE NOW
ADVERTISEMENT

Did You Know?

Numerical sequences like this are a staple of IQ tests and cognitive assessments.

The pattern n² + n is also related to 'Oblong numbers' in geometry.

Recognizing patterns is a fundamental skill used by data scientists and cryptographers.

The Fibonacci sequence is perhaps the most famous mathematical pattern in nature.

ADVERTISEMENT