All people know what numbers are. Numbers are what people called as an object used in counting and measuring. Numbers can be written in words but mostly, people are mostly using the symbols since it is easier for the people to write symbols than the words itself. In can also be used as in label for telephone numbers, serial numbers for barcode reading and for codes also. Numbers are very broad though people can say that numbers are just numbers, wherein it is 1,2,3 and so on. It can be zero, rational, irrational, negative, and complex numbers. But carousel numbers are included as irrational for the researcher will determine the possible numbers that will be belonged to it.
Introduction to Numbers
Since the problem is about carousel numbers, first will be the introduction about irrational numbers. First, irrational numbers are numbers which are not rational. It means that they are numbers that cannot be expressed in an expression m/n or fraction. They are also non-terminating decimals when they are divided which means that the numbers are not repeating but after some time, it will be repeated also. As a consequence of Cantor’s proof that real numbers are uncountable, it follows that almost all real numbers are irrational. Most of the examples as irrational numbers are pi, e, and square root of 2.
Pi is an irrational number since the value of pie is 3.1415926535897932384626433832795 and more. Also, the value of e or Euler’s number is 2.7182818284590452353602874713527 and so on. Well, Golden Ratio is also included here which has a value of 1.61803398874989484820 and so on. Also, other numbers which was squared will be included in this category. Finally, carousel numbers are included here since we all know that carousel numbers are the numbers which we will find the possible numbers which has repeating values as you multiplied to other numbers.
(to be continued)
my research
16 years ago
