What linear equation in slope-intercept form does this graph represent? What was your thought process? Explain how you found your equation. Use complete sentences in your response.

a. Write a real-world situation that could be modeled by this linear equation. (Your real-world example should be different from other posts.)

b. Explain how you labeled the Latex: x\textsf{-}axis and Latex: y\textsf{-}axis based on the situation you wrote in 3a.
Slope "always" "always" "always" (yes this is important) signifies a rate of change. So miles per hour, gallons per minute, dollars per hour.

Y-intercept always represents a starting condition so initial distance, an initial amount of water in a container, an initial amount of money you have.

Please do not post blank posts here. If you do I will give you an alternate graph.