Together, rational and irrational numbers make up the real numbers, which include any number on the number line and which lack the imaginary number i. The majority of real numbers are irrational.

Without irrational numbers we don’t have the continuum of the real numbers, which makes geometry and physics and engineering either harder or downright impossible to do. Conceptual math is very ...

Real numbers are, in fact, pretty much any number that you can think of. This can include whole numbers or integers, fractions, rational numbers and irrational numbers. Real numbers can be ...

Because every transcendental number is irrational, any proof showing that ... decimal places is usually more than sufficient ...

What is the most bizarre real number that you can imagine? Probably many people think of an irrational number such as pi (π) or Euler’s number. And indeed, such values can be considered “wild.” ...

These are often irrational numbers—decimals that go on forever ... Wildberger sees great promise in applying this method to real-world problems. "This is a core computation for much of applied ...

That omega figure corresponds to a countable infinity. On this day all real numbers that were not there before, that is, all irrational values and all nondyadic fractions, are created in one fell ...