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A woman walking with a speed of 5km/hr reaches her office 5 minutes late.If she walks at a speed of 6 km/hr, she reaches on time.Find the distance of her office from her house. Find the distance between his office and his house. However, going with an average speed of 40 km/hr, he reaches his office 5 minutes earlier. Going with an average speed of 30 km/hr he reaches his office 10 minutes late. Rohan covers distance between his house and office on scooter. Find his average speed for the entire journey. Amar covers a certain distance by car driving at 70 km/hr and he returns to the initial point on a scooter by 55 km/hr. We see that the total distance of 2A km is travelled in (A)/m+A/n hr. Time taken to travel the distance at a speed of n km/hr = A/n hr. Time taken to travel the distance at a speed of m km/hr = A/m hr. If a certain distance is covered at m km/hr and the same distance is covered at n km/hr, then the average speed during the entire journey is 2mn/ (m+n) km/hr. I recommend you to watch the following concept video before solving the questions. If the speed of a body is changed in the ratio a : b, then the ratio of the time taken changes in the ratio b : a. Find and compare Android apps similar to GMD Speed Time (Lite). Using basic formula, Time = Total Distance / Average Speed Solution: Let x km be the side of square and y km/hr be average speed Problem 4: A car travels along four sides of a square at speeds of 200, 400, 600 and 800 km/hr. ⇒ Therefore, Ratio of speeds of both men = 3:2 ⇒ Ratio of distance covered by both men = 60:40 = 3:2 Therefore, speed is directly proportional to distance. Solution: According to this question, time is constant. What will be the ratio of speed of both men? Problem 3: Two men start from opposite ends A and B of a linear track respectively and meet at point 60m from A. Therefore distance of school from home = 40/2 = 20km. Now, Distance travelled = Average speed * Time ⇒ Average speed = (2xy/ x+y) km/hr, where x and y are speeds Solution: In this question, distance for both speed is constant. Problem 2: A boy travelling from his home to school at 25 km/hr and came back at 4 km/hr. ⇒ Distance covered = 600m, Time taken = 2min 30sec = 150sec Problem 1: A man covers a distance of 600m in 2min 30sec. if speed increases, time taken will decrease and vice versa. Now, if in questions Distance is constant then speed will be inversely proportional to time i.e. u just need to multiply 5/18Ĥ) As we know, Speed = Distance/ Time. **** Conversion of km/ hr to m/ sec and m/ sec to km/ hr It is equal to 2xy / x+yģ) Always remember that during solving questions units must be same. **** Remember that average speed is not just an average of two speeds i.e. Where x km/hr is a speed for certain distance and y km/hr is a speed at for same distance covered. Disclaimer: *** Root required *** *** Try free Lite version before you buy *** *** It may not work on some .1) There is a relationship between speed, distance and time:
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Requirements: 2.2 .ĭownload GMD Speed Time (Lite) ☆ root APK 1.2 for Android (gmd-speed-time-lite-root.apk). Try free Lite version before you buy ***. Increase your farming speed with GMD Speed Time. With Pingdom®, you can track response times via uptime monitoring.
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