Question
Aruna is sitting inside train P which is travelling at a
speed of 60 km/h. Another train Q, whose length is twice the length of train P and travelling with a speed of 70 km/h (in opposite direction to that of train P) crosses Aruna in 12 seconds. Find the approximate length of train P (in metres).Solution
ATQ,
Relative speed = 60 + 70 = 130 km/h = 130 Γ 5/18 = 36.11 m/s
Let the length of train P be βxβ meters
So, 2x = 36.11 Γ 12
Or, 2x = 433.32
Or, x = 216.66 β 216 metres
- The ratio of the milk to water in a mixture is 9:4. 39 litres of mixture is taken out and 13 litres of water is added to the remaining mixture. If in the r...
160 ml of mixture A containing milk and water in the ratio of 3:2 respectively is mixed with another 160 ml of mixture B containing milk and water in th...
A mixture of milk and water weighs 96 liters, where the quantity of milk is 33β % of the quantity of water. How much milk needs to be added so that the...
- A 240-litre solution contains milk and water in the ratio 3:5 respectively. How much milk should be added to make the ratio of milk to water 7:10?
- A container has a mixture of alcohol and water in the ratio 4:3. After removing 84 ml of the mixture and adding 168 ml of water, the quantity of water beco...
- Alloy βPβ has aluminium and nickel in a 7:9 ratio. Alloy βQβ is made up of nickel and zinc in a 4:6 ratio. If 48 grams of βPβ and 60 grams of οΏ½...
A 456 ml mixture consists of milk and water in a 12:7 ratio. If 'x + 22' ml of milk and 'x - 18' ml of water are added, the new ratio of milk to water b...
350 litres of mixture βAβ contains milk and water in it. If mixture βAβ is mixed with 700 litres of mixture βBβ which contains water and sa...
2 Kg of sugar at Rs 30 per Kg is mixed with 3 Kg of 2nd type of sugar to get a mixture costing Rs 46 per Kg. Find the price of the costlier sugar
Sugar 'A' is priced at Rs. 40 per kg, and sugar 'B' is priced at Rs. 54 per kg. In what proportion should these two sugars be mixed so that the final mi...