A truck travels from a factory to a gas station in 4 minutes. It stops at the gas station for 2 minutes. The truck then returns to the factory in 4 minutes. Which graph best represents the distance, y, in miles, of the truck from the factory after a certain amount of time, x, in minutes? (5 points) https://api.agilixbuzz.com/Resz/~0.DAEVK8AQ6jQcKelB.ztl8SEqu3otT4pBdGu6ga2ehHighinM1roO4BxojOmI/26280103,CBE,0,4/Assets/75563_53df94f6/mjprealgebra_test1_m5_g12_c1_a.jpg https://api.agilixbuzz.com/Resz/~0.DAEVK8AQ6jQcKelB.ztl8SEqu3otT4pBdGu6ga2ehHighinM1roO4BxojOmI/26280103,CBE,0,4/Assets/75563_53df94f6/mjprealgebra_test1_m5_g12_c1_b.jpg https://api.agilixbuzz.com/Resz/~0.DAEVK8AQ6jQcKelB.ztl8SEqu3otT4pBdGu6ga2ehHighinM1roO4BxojOmI/26280103,CBE,0,4/Assets/75563_53df94f6/mjprealgebra_test1_m5_g12_c1_c.jpg https://api.agilixbuzz.com/Resz/~0.DAEVK8AQ6jQcKelB.ztl8SEqu3otT4pBdGu6ga2ehHighinM1roO4BxojOmI/26280103,CBE,0,4/Assets/75563_53df94f6/mjprealgebra_test1_m5_g12_c1_d.jpg
@Aeon
just an fyi, tagging Aeon won't do anything because she's not an actual person and won't be able to answer your question that being said, the truck moves for 4 minutes at first so there should be a positive slope from 0 to 4 it stops for 2 minutes so the slope should be 0 (flat) since it's not moving across these 2 minutes only then as it's going back the graph should decrease for the next 4 minutes until it gets back to 0 with that being said, try to pick the graph that most accurately represents this situation. Pay attention to the units on both axes.
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