Math, asked by purvi2020, 5 months ago

Two trains A and B started running towards the same destination station 'Y', with A already 20 km ahead
of B. When train B reaches station Y which is 300 km from him, train A is still 10 km away from the
destination. Then, what will be the ratio of the speed of train A to train B?



4 options are given
1. 4:5
2. 5:4
3.9:10
4 . 10:9


answer fast plz​

Answers

Answered by mithulrajkumar
6

Answer:

9:10

Step-by-step explanation:

Total distance covered by Train B = 300 km

Total distance covered by Train A = 300 - {20 + 10}

                                                         = 270 km

Ratio of Train A to Train B is

270 : 300 = 9 : 10.

Answered by Johnsonmijo
3

Answer:

If two train A and B running in same direction where A was 20 km ahead already and A was 10 km away from destination when B reached the destination, then the ratio of speed of A to B is 9:10

Step-by-step explanation:

Here given that total distance to the station is 300km

Here, B travels 300 km to reach the destination Y

So, total distance traveled by B is 300 km

While A was already 20 km ahead and also A didn't travel 10 km when B reached Y

So, the total distance traveled by A = 300-(20+10)= 300-30 = 270 km

Here, the time taken is same,

So ratio of speeds of A to B = 270/300 = 9/10

So the ratio of speed of A to B is 9:10

Similar questions