Question

what Is the slope of the points
(5,225) (10,300) (15,375)

Answer 1

To find the slope of the points (5, 225), (10, 300), and (15, 375), we can use the formula for slope:
\[slope = \frac{{y_2 - y_1}}{{x_2 - x_1}}\]

Let's calculate the slope between the first two points: (5, 225) and (10, 300).
\[slope_1 = \frac{{300 - 225}}{{10 - 5}} = \frac{{75}}{{5}} = 15\]

Now, let's calculate the slope between the second two points: (10, 300) and (15, 375).
\[slope_2 = \frac{{375 - 300}}{{15 - 10}} = \frac{{75}}{{5}} = 15\]

Since the slope between these pairs of points is the same, we can conclude that the slope of all three points is 15.