I establish the foundation for reasoning, yet I am not always visible, my principles guide thought. What am I?
Category: Math · Difficulty: expert
Hint: Consider fundamental truths accepted without proof.
Answer
A mathematical axiom
Explanation
A mathematical axiom serves as a basis for further reasoning, while the other options do not have this foundational quality.
This is a expert math riddle — one of the harder riddles here. The answer is A mathematical axiom.
More Math riddles
- I can represent an integer, but in another form, I can show a fraction. What am I?
- I can be represented by letters yet I describe quantities. I can add complexity where simplicity reigns.…
- I can be continuous or discrete, and I express relationships in many forms. What am I?
- I grow with each step you take, yet the more you add, the less you see. What am I?
- I can flip the world upside down, yet I am nothing without my counterpart. What am I?
- I exist in dimension, yet I cannot be seen. What am I?
- I can be derived but never created. I am a conclusion from reasoning. What am I?
- I can summarize the area under a curve, yet I’m not a shape. I can also represent accumulation. What am I?