The table below gives the stopping distance y (in 100 meters) for a train traveling on a track at various speeds x (miles per hour). Speed, x (mi/h) Distance, y (100 m) 60 65 70 75 80 85 90 95 100 35 50 70 95 125 160 200 245 295 Find an equation of the quadratic function that models the data, and predict the stopping distance for the train traveling at 105 miles per hour. O There is no correct answer given. O y= 0.1x2 - 9.5x+ 245 about 2345 hundred meters O y= 0.1x2 - 9.5x+ 245 about 350 hundred meters O y = 0.1x? + 9.5x+ 245 about 2345 hundred meters O y = 0.1x? + 9.5x+ 245 about 350 hundred meters
The table below gives the stopping distance y (in 100 meters) for a train traveling on a track at various speeds x (miles per hour). Speed, x (mi/h) Distance, y (100 m) 60 65 70 75 80 85 90 95 100 35 50 70 95 125 160 200 245 295 Find an equation of the quadratic function that models the data, and predict the stopping distance for the train traveling at 105 miles per hour. O There is no correct answer given. O y= 0.1x2 - 9.5x+ 245 about 2345 hundred meters O y= 0.1x2 - 9.5x+ 245 about 350 hundred meters O y = 0.1x? + 9.5x+ 245 about 2345 hundred meters O y = 0.1x? + 9.5x+ 245 about 350 hundred meters
Chapter9: Quadratic Equations And Functions
Section9.6: Graph Quadratic Functions Using Properties
Problem 9.104TI: A path of a toy rocket thrown upward from the ground at a rate of 208 ft/sec is modeled by the...
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