Answer :
The first thing you should do for this case is to find the equation of the line that best suits the problem and then plot it.
Let
x: number of months
y: amount paid.
The equation of the line is
y = 15x + 25
y-intercept = 25
the slope = 15
answer
Georgie pays (y axis) $ 15 dollars (the spole) monthly (x-axis) in the gym with a $ 25 registration (y-intercept)
Let
x: number of months
y: amount paid.
The equation of the line is
y = 15x + 25
y-intercept = 25
the slope = 15
answer
Georgie pays (y axis) $ 15 dollars (the spole) monthly (x-axis) in the gym with a $ 25 registration (y-intercept)

Answer:
[tex] y= mx +b[/tex]
Where:
Y (dependent variable) Total amount paid
X (independent variable) The months
m = 15 represent the slope
b = 25 the intercept
So then our model would be given by:
[tex] y = 15 x+25[/tex]
And the graph attached illustrate the graph for the problem
For this case we can interpret the 25 as a fixed cost and the 15x represent the vriable cost dependeing in the number of months after the start at the gym
Step-by-step explanation:
For this case we want to create a linear model given by this general expression:
[tex] y= mx +b[/tex]
Where:
Y (dependent variable) Total amount paid
X (independent variable) The months
m = 15 represent the slope
b = 25 the intercept
So then our model would be given by:
[tex] y = 15 x+25[/tex]
And the graph attached illustrate the graph for the problem
For this case we can interpret the 25 as a fixed cost and the 15x represent the vriable cost dependeing in the number of months after the start at the gym
