What is the use of rational numbers?
What are applications of rational numbers? How are they used?
What is a rational number that is not an integer? What are the applications of complex numbers? How can I find the rational numbers between -1 & 0? What are integers used for? Is there a base where Pi is a rational number? What are all the irrational numbers? And what is the proof of those numbers? What are all the possible rational zeros for f(x) =x^3+8x+6 What is 3 [f(x+2)] if f(x) =x^3+2x^2-4? What is the difference between natural numbers, whole numbers, rational, irrational and real numbers? Can negative numbers be rational numbers? If not, why? What is the value of pi? Is it a rational number or an irrational number? What are the functions of derivatives of rationals? What is the relation between rational numbers and co primes? What are integer solutions? What are bases in mathematics? Is [math] \sqrt {2} +\sqrt {3} +\sqrt {4} +...+\sqrt {x} [/math] rational? What are some useful tricks in complex numbers? Insert a rational number and an irrational number between √2 and √3. How do I solve this? What is "rationalization"? What are some examples? Is every negative number a rational number? Why or why not? What are complex numbers? Does multiplication of two irrational numbers make an irrational number? What data types do computer scientists use to find better values of irrational numbers like pi? Why are irrational numbers irrational? What are integers? How can I find an irrational number which is between two rational numbers? Is [math]\sqrt{2}^\sqrt{2}[/math] rational or irrational? What are real life applications of the greatest common divisor of two or more integers? What are the applications of matrices in statistics? Is zero a rational or irrational number? Are there any tricks in complex numbers?