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This Concept Map, created with IHMC CmapTools, has information related to: O6.1, 5, p. 32 Comparing various MW simulations involves Various scenarios, 2a, p. 30 "what happens on onroad2.mw?": graph/simulation doesn't show stopping, Figure the speeds computed by Procedure: Stairstepping, similar solved by same number of racers or vehicles, Speed solved by Distance Formula: Distance divided by time, Prism: Dot and then another dot, Terel: "a straight line sideways" is flatlining, Same distance, same time, but not same rate because JEFF: "bus it kind of turns up a little bit",, Speed not solved by Prism, T: Adding up total distance, dividing by total time, Prism: Dot and then another dot, Terel: "a straight line sideways" because Prism: straight down the line because he's not going any further but he is using time., Speed involves Van having 2 different speeds, 4a, p. 32 solved by Jesse: "the van went back to Abilene, after going X miles it turned back", Distance Formula: Distance divided by time involves "Repretends Bar" for repeating decimals, 4b, p. 32 Why did van turn around? involves Tommy: "Why did it take them so long this time?", Van's first two speeds are the same because Time forward and backward are same, and distance is the same, 5, p. 32 Comparing various MW simulations solved by St's on own, 4b, p. 32 Why did van turn around? involves Speed, "Who won?" "Who got there first?" [van or bus] solved by "The bus", Figure the speeds computed by JEFF: divide distance by time, T: "distance(mi)/time(h)", T: Y over X, 2a, p. 30 "what happens on onroad2.mw?": graph/simulation shows Terel: "It's, I don't know, going a distance in a certain amount of time?", 2a, p. 30 "what happens on onroad2.mw?": graph/simulation shows Same distance, same time, but not same rate