SOLUTION: How are the graphs of the linear functions f(x) = x, k(x) = 3/4x, and t(x) = 4/3x the same? How are they different?

Question 1026839: How are the graphs of the linear functions f(x) = x, k(x) = 3/4x, and t(x) = 4/3x the same? How are they different?
Answer by robertb(5830) (Show Source): You can put this solution on YOUR website!
The graphs of the linear functions , , and are all increasing from left to right, due to the fact that their slopes are all positive. They also have the same y-intercept of 0 (the origin).
The graphs differ only in their rates of increase, because of the differences in slopes. t(x) rises the fastest, followed by f(x), and lastly, k(x).
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