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Entender la base de Logaritmo Antes de explicar el Big O notation es necesario explicar qué es un logaritmo. Un logaritmo es preguntar cuántas multiplicaciones del mismo número X son necesarias para llegar a un número Y. EJ: \(2^x= 8\)¿Cuántos 2 ten...

Understanding the Base of a Logarithm Before explaining Big O notation, it's necessary to explain what a logarithm is. A logarithm asks how many multiplications of the same number X are needed to reach a number Y. Ex: \(2^x = 8\) How many 2s do I ne...

Big O notation is a mathematical concept used to describe an algorithm's performance or complexity. It shows how the runtime or space needs of an algorithm increase as the input size grow. If the pace of an algorithm is not known, it will be difficul...
