A car travels first half distance between two places with speed of 40 km per hour and rest of distance with 60 km per hour find its average speed
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20km per hour
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v = x/t (1)
v1 = (x/2)/t1
We'll substitute v1:
40 = (x/2)/t1
t1 = x/80 hour
v2 = (x/2)/t2
We'll substitute v2:
60 = (x/2)/t2
t2 = x/120 hour
Now, we'll write the average speed:
av. v = total distance covered/total time taken
av. v = x/(t1+t2)
We'll substitute t1 and t2:
av. v = x/(x/80+x/120)
av. v = 80*120/(80+120)
av. v = 9600/200
av. v = 48 Km/h
The average speed of the car is av. v = 48 Km/h
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