Aptitude - Time and Distance - Discussion
Discussion Forum : Time and Distance - General Questions (Q.No. 5)
5.
Excluding stoppages, the speed of a bus is 54 kmph and including stoppages, it is 45 kmph. For how many minutes does the bus stop per hour?
Answer: Option
Explanation:
Due to stoppages, it covers 9 km less.
Time taken to cover 9 km = | ![]() |
9 | x 60 | ![]() |
= 10 min. |
54 |
Discussion:
205 comments Page 14 of 21.
Priya said:
7 years ago
Thank you @Lohith.
ACHYUT KUMAR PATRA said:
7 years ago
I think 10 is the right answer. I agree with the given answer.
Naidu said:
7 years ago
Well said @Bipana.
RAJU said:
7 years ago
Bus can cover distance without stops for 60mins(60 * 54) = 3240m.
Bus can cover distance with stops for 60mins (60 * 45) = 2700m.
difference distance = 540m.
Time = distance/speed = 540/54 = 10mins.
Bus can cover distance with stops for 60mins (60 * 45) = 2700m.
difference distance = 540m.
Time = distance/speed = 540/54 = 10mins.
Borade vikas said:
7 years ago
How we take the ratio of (9÷54)*60?
Please explain this step.
Please explain this step.
Sahil said:
7 years ago
Let 54 km and 45 km is a distance that travelled by bus in *1hour*.
45 km distances travelled by car in 1 hour due to the stoppage.
If it travels without a stoppage, it would cover in a 45km/ 54kmph = 5/6h.
5*60/6 = 50 min,
60-50 = 10 minutes.
45 km distances travelled by car in 1 hour due to the stoppage.
If it travels without a stoppage, it would cover in a 45km/ 54kmph = 5/6h.
5*60/6 = 50 min,
60-50 = 10 minutes.
Ram said:
7 years ago
Let the distance be 270 km.
During normal speed, i.e 54 km/hr. The time taken =5hrs.
And with the average speed of 45 km/hr, the time taken is 6 hrs, i.e 60 minutes more.
My doubt is that these 60 minutes must have been spending in the interval of 5 hrs, i.e 12 minutes per hour.
Why can't the answer be 12 minutes?
During normal speed, i.e 54 km/hr. The time taken =5hrs.
And with the average speed of 45 km/hr, the time taken is 6 hrs, i.e 60 minutes more.
My doubt is that these 60 minutes must have been spending in the interval of 5 hrs, i.e 12 minutes per hour.
Why can't the answer be 12 minutes?
Karthik said:
7 years ago
Simply, the solution is;
60min --> 54km
x min --> 45
>>x=50;
This means with stoppages it is taking 50 min to reach 45km.
but now without stoppage it is taking 60 min so with stoppage it is taking extra 10 min.
60min --> 54km
x min --> 45
>>x=50;
This means with stoppages it is taking 50 min to reach 45km.
but now without stoppage it is taking 60 min so with stoppage it is taking extra 10 min.
Manjiri said:
7 years ago
See I will reframe the question to understand it in a better way.. Bus has started from point A. there are stops in between till point B so its speed is less i.e. 45km/hr. Now after this point there are no stops so it increases its speed to 54km/hr to reach point C. We have to find the time lapse of distance covered between these two speeds. lets find the distance 1st.
s=d/t.
let's say time taken be 1hr. so acc to this distance covered till point B is 45km
n from B to C is 54km
So, the distance gap is of 9km.
Now the time lapse for this distance we have to find. the extra distance from B to C is covered with speed of 54km/hr.
Thus, t= 9/ 54 is 1/6 hr.
So 1/6hr * 60 = 10 mins.
s=d/t.
let's say time taken be 1hr. so acc to this distance covered till point B is 45km
n from B to C is 54km
So, the distance gap is of 9km.
Now the time lapse for this distance we have to find. the extra distance from B to C is covered with speed of 54km/hr.
Thus, t= 9/ 54 is 1/6 hr.
So 1/6hr * 60 = 10 mins.
Divya said:
7 years ago
Thanks for the answer @Jaya.
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