IPA: /kəˈlɔːɡəˌrɪðəm/
KK: /kəˈlɔːɡəˌrɪðəm/
A mathematical function that represents the logarithm of the reciprocal of a number, often used in calculations involving exponential growth or decay.
In advanced mathematics, the cologarithm is used to simplify complex equations involving logarithmic functions.
The word 'cologarithm' is formed from 'co-' (meaning together) and 'logarithm' (from Greek 'logos', meaning ratio or reason, and 'arithmos', meaning number). It refers to a logarithm that is used in conjunction with another logarithm, emphasizing the relationship between them.
Think of 'co-' meaning together, and 'logarithm' relating to numbers and ratios. This helps you remember that 'cologarithm' involves working with logarithms together.