<\/span><\/h3>\n<\/p>\n
A table of values helps to demonstrate the relationship between two variables by providing a clear representation of how they interact with one another.<\/p>\n
Let’s consider a simple example to better understand the concept of a table of values. Suppose we have the function y = 2x + 3<\/em>. If we create a table of values for this function, we can assign various values to the variable x<\/em> and calculate the corresponding values of y<\/em>. By analyzing the data in the table, we can observe patterns, identify trends, and make predictions about the behavior of the function.<\/p>\nFor instance, if we input x = 0<\/em>, the equation becomes:<\/p>\ny = 2(0) + 3<\/p>\ny = 0 + 3<\/p>\n
y = 3<\/em><\/p>\n
Similarly, if we input x = 1<\/em>, the equation becomes:<\/p>\ny = 2(1) + 3<\/p>\ny = 2 + 3<\/p>\n
y = 5<\/em><\/p>\n
By repeating this process for different values of x<\/em> and recording the corresponding values of y<\/em>, we can then create a table of values to visualize the relationship between the variables.<\/p>\n