IMPLICIT AND EXPLICIT FUNCTION
FUNCTIONS I take it that people who love mathematics are well known with the term function. This blog will go beyond the simple definition of functions. Obviously, we will go through the blurb of functions, but we will focus mainly on two categories of functions, each distinguished by how the dependent variable is expressed in relation to the independent variable. A B visual representation of function Function A unique kind of relation from one set (domain) to another set (codomain) is called a function. Let us assume two sets A and B from the above visual representation of function. So a function from A to B is treated as a relation that assigns a unique element in set B to each element in set A. Types of functions: Explicit function: The functions that define a relationship between an independent variable and a dependent variable which can easily be expressed in terms of
