Question
A train, which is 195.5 metres long, is running at a speed
of 66 km/h. It takes 40 seconds to completely cross a platform. Determine the platform’s length.Solution
ATQ,
Let the length of the platform be ‘x’ metres
Speed of the train = 66 × (5/18) = 18.33 m/s
ATQ,
(x + 195.5) = 18.33 × 40
Or, (x + 195.5) = 733.2
Or, x = 733.2 - 195.5
Or, x = 537.7
Therefore, the length of the platform = 537.7 metres
A and B started a partnership with the investment of Rs. 4000 and Rs. 6000. After 4 months, B decreased 40% of his investment and after the end of year ...
Aisha and Rohan start a business investing Rs. 5400 and Rs. 3600. They agree that 50% of the profit is shared equally and the rest in the ratio of their...
Rs. 51,000 is divided among three brothers Animesh, Paritosh and Ashutosh in such a way that Animesh’s share is `1(4)/(5)` times of Paritos...
A, B and C invested in partnership. A invest Rs.5000 for 4 months, B invests Rs.2000 for 2 months and C invests Rs.8000 for 2 months. C is working partn...
A & B invested Rs. 4X and Rs. (2X + 1000) for same period of time in a business. If A gets Rs. 4500 as profit share out of total profit of Rs...
A, B and C joined into a partnership with investment in the ratio of 6 : 7 : 9 respectively. Behind one year, B doubled his investment. At the end of ...
‘C’ and ‘D’ started a business by investing Rs. 30,000 and Rs. 25,000, respectively. ‘D’ manages the business and for that he is entitled to...
‘A’ and ‘B’ entered into a partnership by investing Rs. 2500 and Rs. 3500, respectively. If ‘A’ invested his sum for only 7 months and the t...
A and B started a retail store with initial investments in the ratio 7:8 and their annual profits were in the ratio 2:3. If A invested the money for 8 m...
Chintu and Jimmy started a business by investing Rs.(3a - 200) and Rs.(4a - 400) respectively. Chintu invests his amount for 8 months whereas Jimmy inve...