Give one example as to why irrational numbers are important?

I'm looking for reasons as to why irrational numbers are useful or important.


Thank-You!Give one example as to why irrational numbers are important?
There are more irrational numbers than rational ones; so they are everywhere.


The square root of 2, the square root of 3, of 5 and 7 (and so on) are all irrational numbers.


The base of the natural logarithm, ';e'; (2.718281828459045...) is an irrational number, and so is Pi (3.1415926535...).Give one example as to why irrational numbers are important?
pi is an irrational number and it is important because i can be used to find a circumference and area of a circle. t alsoo can help you find a surface area and volume of sphere.
Two important numbers are irrational: 蟺 and e.





蟺 is one of the most important numbers in geometry and mathematics.





e is the base of natural logarithms.