A new approach to GCD and LCM of the integers and the complex numbers using equivalence classes and calculators

Ardahan, Halil2020-03-262020-03-262005978-980-6560-33-8https://hdl.handle.net/20.500.12395/195643rd International Conference on Education and Information Systems -- JUL 14-17, 2005 -- Orlando, FLMathematicians and teachers have used either prime factorization or Euclidean algorithm to calculate the GCD and LCM of two or more integers. In this study, you will find a new procedure to tackle this problem. Also, you will see that this procedure works on Complex Numbers and the graphing calculators which are very effective tools in this procedure. It will redefine the Euclidean norm of a none zero complex number and product of two complex numbers using the concepts GCD and LCM. At the end of the study you will see the complex applications of the GCD and LCM procedures in the complex plane.eninfo:eu-repo/semantics/closedAccessGCDLCMLCM of complex numbersA new approach to GCD and LCM of the integers and the complex numbers using equivalence classes and calculatorsConference Object2225N/AWOS:000243711100008N/A