Math, asked by livinglegendstrom, 7 months ago

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Answered by Anonymous
12

Answer:

Train = 60 km/hr

Train = 60 km/hrCar = 80 km/hr

To find : the speed.

Let the speed of train be x km/hr and that of car is y km/hr.

W.K.T.

Speed = Distance/Time

=> Time = Distance/Speed

i) Now, in first case, we have,

Distance by train = 240 km

Distance by car = (400-240) = 160 km

Time taken = 6 hr

Therefore, we have,

=> 240/x + 160/y = 6 ......(1)

ii) Now, in second case, we have,

Distance by train = 180 km

Distance by car = (400-180) = 220 km

Time taken = 6 - 15/60 = 6-¼ = 23/4 hr

Therefore, we will get,

=> 180/x + 220/y = 23/4 ......(2)

•Multiplying eqn (1) with 3 and eqn (2) with 4 and subtracting, we get,

=> 480/y - 880/y = 18 - 23

=> (880-480)/y = 23 - 18

=> 400/y = 5

=> y = 400/5

=> y = 80

Substituting this value in eqn (1), we get,

=> 240/x + 160/80 = 6

=> 240/x = 6 - 2

=> x = 240/4

=> x = 60

Hence, the speed of the train and that of the car is 60 km/hr and 80 km/hr respectively.

Hope it helps :)

Ba..

Answered by Anonymous
1

Answer:

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