An
independent variable is that variable which
is presumed to affect or determine a
dependent variable. It can be
changed as required, and its values do not represent a problem
requiring explanation in an analysis, but are taken simply as
given [
Wikipedia2006I].
More generally, the
independent variable is the
thing that someone actively changes; while the
dependent variable
is the thing that changes as a result.
Example 1 The wages of an employee depend on the time worked. Time is the independent variable that varies among employees, and the wages are calculated directly from the total time worked. Thus wages are dependent on time worked. [taken from
Wikipedia2006I]
In a call centre, the number of customers serviced per hour, depends on the number of agents, and average service time per customer. In this case number of customers is a dependent variable, entirely dependent on the other two independent variables namely agents, and average service time.
Problem 1
What is an independent variable in the following function? Briefly explain your choice.
Y = 3X + Z - 5
[
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Solution 1
There are two independent variables namely X, and Z. This is because their values can change freely regardless of the value of X, and that change is going to affect X as a result.
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