Select the correct answerA part of the Journey is covered in 31.5 minutes at 80 km/h and the remaining part in 16 minutes at 75 km/h. The total distance of the journey is?Options38 km45 km62 km54 km
Question
Select the correct answerA part of the Journey is covered in 31.5 minutes at 80 km/h and the remaining part in 16 minutes at 75 km/h. The total distance of the journey is?Options38 km45 km62 km54 km
Solution
To solve this problem, we need to convert the speed from km/h to km/min because the time is given in minutes.
-
Convert the speed from km/h to km/min:
- 80 km/h = 80/60 km/min = 1.33 km/min
- 75 km/h = 75/60 km/min = 1.25 km/min
-
Calculate the distance covered in each part of the journey:
- First part: Speed * Time = 1.33 km/min * 31.5 min = 41.895 km
- Second part: Speed * Time = 1.25 km/min * 16 min = 20 km
-
Add the distances together to get the total distance:
- Total distance = 41.895 km + 20 km = 61.895 km
Rounding to the nearest whole number, the total distance of the journey is approximately 62 km. So, the correct answer is 62 km.
Similar Questions
Aptitude:speed and distance [Section 1 of 1] Q22 of 30 Marks 1 General Instructions 100% ×CloseTest time left: 07:53Select the correct answerA part of the Journey is covered in 31.5 minutes at 80 km/h and the remaining part in 16 minutes at 75 km/h. The total distance of the journey is?
Select the correct answerA train covers a certain distance in 210 minutes at a speed of 60 kmph. The time taken by the train, to cover the same distance at a speed of 80 kmph is?Options 258 hours 358 hours 458 hours3 hours
A car completes a certain journey in 8 hours. It covers half the distance at 40 km/hr. and the rest at 60 km/hr. The length of the journey is—Select one:a. 420 kmb. 400 kmc. 384 kmd. 350 km
A car covers first half of certain journey with speed of 50 km/h and second half journey with speed of 40 km/h. If it takes 9 hours to cover total distance. What is the distance covered in whole journey
Select the correct answerA train covers a certain distance in 45 minutes. If its speed is reduced by 5 km/h, it takes 3 minutes more to cover the same distance. The distance (in km) is?Options₹ 60₹ 64₹ 54₹ 80
Upgrade your grade with Knowee
Get personalized homework help. Review tough concepts in more detail, or go deeper into your topic by exploring other relevant questions.