Time taken x-10 As the Distance traveled is the same the ratio of Speed in case 1 to the Speed in case 2 will be the inverse of the Time taken in both cases Ratio of Speed in both cases 46 23 Ratio of Time in both cases 32 Therefore x20x-1032 2x40 3x -30 x 70 minutes Taking case 1 4 d9060 d 36060 6 km. Now find the total distance traveled. Its speed or velocity magnitude and the time that it has been moving.
Find total time given two rates and two times Find the difference in time given two rates and total distance Find time given average speed and a fraction of the distance traveled Find the difference in time given two rates and a fraction of the distance traveled Find Total Distance.
John travels 240kmh to the shops at a distance of x km and then straight away returns at a speed of 320kmh. In a physics equation given a constant acceleration and the change in velocity of an object you can figure out both the time involved and the distance traveled. Distance is the length of space traveled by a moving object or the length measured between two points. The total journey takes him 35 minutes.