I am a product of two consecutive integers. My value is always greater than either integer alone. What am I?
Category: Math · Difficulty: hard
Hint: Consider operations that involve multiplication.
Answer
A factorial
Explanation
The factorial of a number n is the product of all positive integers up to n, which can be viewed as the product of n and (n-1).
This is a hard math riddle — a tricky one that takes a little thought. The answer is A factorial.
More Math riddles
- I am the total of all sides of a shape, measured in units. What am I?
- I can be formed by two equal halves, but I am not a singular item. What am I?
- I am the measure of a complete turn. What am I?
- I can describe a set of possibilities, yet I am not tangible. I exist in equations and help define limits.…
- I can weave together various data points, yet I remain unseen. I define relationships in statistics. What am…
- I can describe a limit or extent, yet I cannot be physically grasped. I aid in mathematical analysis. What…
- I can transform shapes with a simple twist. What am I?
- I can describe magnitude without direction. What am I?