narayan murthy walking at a speed of 20km/hr reaches his college 10 min late next time he increases his speed by 5km/hr but finds again 4 min late then what is distance of his college from his house
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Answered by
21
Hi..
By increasing his speed by 25%, he will reduce his time by 20%. (This corresponds to a 6 minutes drop in his time for travel - since he goes from being 10 minutes late to only 4 minutes late). Hence, his time originally must have been 30 minutes. Hence, the required distance is 20 kmph x 0.5 hours = 10 km...
Hope this helps u
By increasing his speed by 25%, he will reduce his time by 20%. (This corresponds to a 6 minutes drop in his time for travel - since he goes from being 10 minutes late to only 4 minutes late). Hence, his time originally must have been 30 minutes. Hence, the required distance is 20 kmph x 0.5 hours = 10 km...
Hope this helps u
Rosedowson:
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Answered by
40
heya dear your answer is here
______$______
actual time =t
distance at speed1=distance at speed2
20*(t+1/6)=25*(t+1/15)
4t+4/6=5t+1/3
t=2/3-1/3
t=1/3hour
t=20mins
so distance=20×(1/3+1/6) =20*1/2 =10km
______$______
actual time =t
distance at speed1=distance at speed2
20*(t+1/6)=25*(t+1/15)
4t+4/6=5t+1/3
t=2/3-1/3
t=1/3hour
t=20mins
so distance=20×(1/3+1/6) =20*1/2 =10km
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