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{"ops":[{"insert":"A car with passengers has a mass M=2000 kg and travels with a speed of 65 miles\/hour. \nSuddenly, the driver the brakes to avoid a collision with another car traveling at 20 miles\/hour at a distance D=30 meters away (98.4ft). Analyze the problem from the moment when the breaks are fully engaged and tires are not rotating. \nQuestion: will there be collision between the two cars? \nTalk about the friction and how would you determine if there will be collision.\nyou need to solve the problem as a function of the friction coefficient, then discuss your result based on the following coefficient\u2019s values : {0.1, 0.8}. What should be the minimum safe distance between the two cars [assuming two values for the coefficient {0.1, 0.8}?\nThe solution needs to include the following:\n1. All diagrams (if any).\n2. Show detailed solution steps including all the calculations.\n\n"}]}
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