Respuesta :
It is important to know that a linear function has the following form: y= mx + b or f(x) = mx + b
m: is the slope of the line.
b: is the point where the line passes through the "y" axis.
x: is the independent variable.
y: is the dependent variable.
Then, according to the table shown in the problem, you can observed that the slope in the function is constant throughout its domain: for every two units increased in "x", it increases 7 in "y". Therefore, it can be concluded that the function is linear.