WebOct 31, 2024 · In a 2 Km race, P can give Q 200 m and R 560 m. In the same race, Q can give R (a) 400 m (b) 300 m (c) 350 m (d) 500 M Question 5. ... In a race of 800 m, A can beat B by 74 m and in a race of 600 m, B beat C by 50 m. By how many metres will A beat C in a race of 500 m? Question 12. WebJun 29, 2024 · Time taken by A to complete the race= Distance/Speed = 6 km / 54 km/hr = (1/9)*3600 sec = 400 sec. Time taken by B to complete the race is 20 sec extra because A beats B by 20 sec. So time taken by B = 420 sec. Time taken by D to complete the race is another 70 secs so D takes 490 secs.
In a one km race A gives B a start of 100m and in - Sawaal.com
WebSolution: When A covers distance of 800 m, B covers distance of (800 – 80) = 720 m ⇒ Speed of A : Speed of B = 800:720 = 10:9 Also, when B covers distance of 600 m, C covers distance of (600 – 60) = 540 m ⇒ Speed of B : Speed of C = 600:540 = 10:9 ⇒ Speed A : Speed B : Speed C = 100 : 90 : 81 ⇒ in 100 m race, A can beat C by (100 – 81) = 19 m ⇒ … WebIn a 1 km race, A gives the start of 100 m to B and, B gives the start of 80 m to C Concept used: Time and Distance Calculation: A gives the start of 100 m to B The ratio of distance … new lego mario set for 2022
In a race of 800 metres, A can beat B by 40 metres. In a race of 500
WebCorrect Option: A While Arun's 1000 m, B runs 1000 - 100 = 900 m and C runs 1000 - 200 = 800 m. ∴ While B runs 900 m, C runs 800 m. ∴ While B runs 1350 m; C runs 800 / 900 × 1350 = 1200 m ∴ B can beat C by 1350 - 1200 = 150 m. Previous Question Post your Comment WebNov 30, 2024 · A B C D E Show timer Statistics In a 1 km race, A gives B a start of 20 seconds and beats him by 40m. However, when he gives B a start of 25 seconds they finish in a dead heat. What is A’s speed in m/sec? (A) 2 m/sec (B) 8 m/sec (C) 10 m/sec (D) 12.5 m/sec (E) 20 m/sec Show Answer L Kinshook GMAT Club Legend Joined: 03 Jun 2024 … WebIn a 1 0 0 m race, A can beat B by 2 5 m and B can beat C by 4 m. In the same race, A can beat C by : Easy. View solution > The ratio between the speeds of two trains is 7 : 8. If the second train runs 400 km in 4 hours, then the speed of the first train is: Easy. View solution > In a 1 0 0 m race, ... int. object no