Assume that drivers in fact follow the rule of the road of keeping .a gap of one car length (L) for each 10-mi/h increment of speed. Assuming a car length of 20ft, develop the equations of stream now and draw the u-k, q-u, and q-k diagrams.
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- A motorcyclist at A is traveling at 60 ft/s when he wishes to pass the truck T which is traveling at a constant speed of 60 ft/s. To do so the motorcyclist accelerates at a = 6 ft/s^2 until reaching a maximum speed of 85 ft/s If he then maintains this speed, determine the time needed for him to reach a point located 100 ft in front of the truck. Draw the v-t and s-t graphs for the motorcycle during this time.A 15 ft long , 6 ft rectangular tank open to the atmospher is towed by a truck on a level road. The tank is filled with water to a depth of 5 ft. Determine the maximum acceleration or deceleration in ft/s^2 allowed if no water is to spill during towing. Show the free body diagram. a.5.23 b.4.29 c.6.45 d.7.02In a certain situation it was estimated that 24.9% of the braking force was applied to the rear brakes in order for the car to develop the maximum forces required stop the car. If the total braking force develop was 5565 N and the road is wet (u = 0.6) wheel base of 295 cm and a center of gravity 75 cm above the pavement road and 120 cm behind the front axle. What was the speed of the car in kph?
- TOPIC: Equation of Motion (NORMAL AND TANGENTIAL) Fn= Man Ft= Mat A road having a radius of 120m and has an angle of 9.31° from the horizontal. The center of gravity of the car is located 0.80m above the roadway and the distance between the two front wheels is 1.20m. If the car has a total weight of 15KN, Compute the normal acceleration and the velocity of the car before overturning. If uk= 0.60, what is the velocity of the car without sliding? PLEASE ANSWER WITH A COMPLETE AND DETAILED SOLUTIONS. THANK YOUspeed of 35 m/s. If the brakes are applied and the speed of the car is reduced to 10 mls in 15 s, determine the constant deceleration of the carPlease answer this NEATLY, COMPLETELY, and CORRECTLY for an UPVOTE. Block B starts from rest and then moves to the right with a variable acceleration given by the acceleration-time curve. Determine:(a) the acceleration(b) the velocity of block A at t = 3.71 s.*dont copy other experts' answer, i'm looking for a different approach in solution