Question
A train can cross a pole, a bridge of 600 meter long and
platform of 480 meter long in 14 seconds, _____ seconds and 30 seconds, respectively. The value given in which of the following option will fill the blank to make the above statement true:Solution
Let the length of the train = x meter So according to question: x/14 = (x + 480)/30 30x = 14x + 6720 16x = 6720 x = 420 So the length of the train = 420 m Speed of the train = 420/14 = 30 m/s Time taken by the train to cross a bridge 600 meter long = (420 + 600)/30 = 1020/30 = 34 seconds
- 4 men earn Rs. 960 altogether for working 8 days. If a woman earns Rs. 4 more than each man per day, what will be the total earnings of 10 women in 5 days?
- Ajay alone can finish 60% of a task in 18 days. Vijay takes 15 days longer than Ajay to complete the entire task. When Vijay and Chirag work together, they...
Sufficient food-supply was arranged to last for 30 days for 250 soldiers. If 50 soldiers did not attend the camp, for how many extra days will the food-...
Efficiency of A and B are in the ratio of 2 : 3. If both can do a work together in 60 days. Find out how much days A will take to complete the work alone?
‘M’ and ‘N’ together can do a piece of work in 50 days. If ‘M’ is 50% more efficient than ‘N’, how long will ‘N’ take to do the work...
'K' and 'L' together can complete a work in 24 days. They started working together but after 16 days, 'L' left and remaining work was completed by 'K' a...
It takes a team of either 20 boys or 35 girls, 27 days to achieve a sales target. How many days will it take for a team consisting of 21 boys and 42 gir...
The ratio of efficiencies of Ajay and Bijay is 7:8, respectively. Ajay and Bijay together can complete the total work in 24 days. In how many days will ...
- 'Sunil', 'Arjun', and 'Rahul' can complete a task individually in 45, 60, and 90 days respectively. All began the work together, but Sunil and Arjun left 1...
- Person A is 40% more efficient than person B, while person C is 40% less efficient than person B. All three—A, B, and C—can together finish a task in 3...