How would you define real numbers?
What are real numbers?
Are irrational numbers really 'real'? What are the real numbers application? What is the difference between natural numbers, whole numbers, rational, irrational and real numbers? How do you prove that between any 2 real numbers, there exists another real number? Do numbers exist? How do you show that there are infinitely many real numbers between two distinct real numbers? What are irrational numbers in layman’s terms? Does squaring or multiplying an imaginary number with another imaginary number give a real number? Are imaginary numbers always irrational? Why or why not? Is every complex number an imaginary number? What are all the irrational numbers? And what is the proof of those numbers? Provr there are infinite real numbers between any two real numbers? What is a whole number and a natural number? How are whole numbers and natural numbers used? Why are irrational numbers irrational? What are Virtual Numbers? Is there a simple way to visualise the concept of the imaginary number? Why is the sum of all real numbers not equal to zero? Could you give an example of a well-ordering of the real numbers [math]\mathbb{R}[/math]? What are some fun facts about numbers in specifics? Who is a real man? What exactly is a hyperreal number? How are whole numbers and natural numbers similar? What is a natural number? What are two irrational numbers between 4 and 5? What is a hyperreal number? Is a whole number sometimes irrational? Can you square a negative number and get a number that is not a real number? What are binary numbers? Are there any tricks in complex numbers?