A person travels from P to Q at a speed of 40 km/hr and returns by increasing his speed by 50%. What is his average speed for both the trips ? 44 km/hour 46 km/hour 48 km/hour 50 km
Answers
Answered by
2
Hey.
Here is the answer.
let the distance between P and Q is x km
Speed from P to Q = 40 kmph
so, time taken to go to Q = x/40 h
As, speed increased by 50% in return
so, speed back to P = 40+ 50% of 40
= 40+ 0.5×40 = 60 kmph
so, time taken in return = x/60 h
So, total distance travelled= 2x
total time taken = x/40 + x/60
= (3x+2x)/120
= 5x/120
= x/24 h
So, average speed for both the trips
= 2x / (x/24)
= 48 kmph
Thanks.
Here is the answer.
let the distance between P and Q is x km
Speed from P to Q = 40 kmph
so, time taken to go to Q = x/40 h
As, speed increased by 50% in return
so, speed back to P = 40+ 50% of 40
= 40+ 0.5×40 = 60 kmph
so, time taken in return = x/60 h
So, total distance travelled= 2x
total time taken = x/40 + x/60
= (3x+2x)/120
= 5x/120
= x/24 h
So, average speed for both the trips
= 2x / (x/24)
= 48 kmph
Thanks.
Similar questions