Max travels to see his brother's family by car. He drives 216 miles in 4 hours. Suppose he makes two stops of 10 minutes each during his journey. Will he be able to reach the town in 4 hours if he keeps the speed the same?

Answer:No, he would not be able to reach the town in 4 hours with two 10 minutes stops and same speedCompleted question; Max travels to see his brother's family by car. He drives 216 miles in 4 hours. What is his rate in miles per hour? Suppose he makes two stops of 10 minutes each during his journey. Will he be able to reach the town in 4 hours if he keeps the speed the same? Step-by-step explanation:Average speed = total distance travelled/time takenGiven; Total distance travelled = 216 milesTotal time taken = 4 hoursAverage speed v = 216/4 = 54 miles per hourv = 54 mphSuppose he makes two stops of 10 minutes each during his journey. Total time on stops = 2 * 10 = 20 minutes = 0.33 hoursTotal time spent on motion = 4 - 0.33 hours = 3.67 hoursTotal distance covered in 4 hours with two stops; d = 3.67 * 54 mph = 198.18 milesSince d < 216 milesNo, he would not be able to reach the town in 4 hours with two 10 minutes stops and same speed

No

Step-by-step explanation:

Since he maintains the speed, he will reach his destination in 4 hours 20 mins. The 20 mins are from the two stops he makes, each stop taking 10 mjns hence a total of 20 mins extra time is required else he has to accelerate the car ie increase his speed to reach within 4 hours. Currently, his speed is 216/4=54 km/h

Therefore, considering time lost, 20 mins, he won't reach the destination in exactly 4 hours as initially required.