the wheel of a bus has a radius of 50 cm. how many revolutions of the wheel will it take to cover a distance of 3 km?
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Answered by
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Find 1 revolution:
1 revolution = 2πr
1 revolution = 2π(50) = 100π cm = π m
Find the number of revolution needed:
1 revolution = π m
Distance = 3km = 3000 m
Number of revolution needed = 3000 ÷ π = 955.4
Answer: 955.4 revolutions
Answered by
1
HEY MATE HERE IS UR ANSWER
NOW DIAMETER = 100CM
THEREFORE CIRCUMFERENCE = [tex](π times diameter)[tex]
= 3.14× 100 = 314 Cm
NOW THE NUMBER OF REVOLUTION REQUIRED NTO COMPLETE 3 KM
3KM = 300000 cm
NOW NUMBER OF REVOLUTION = 300000/314= 955.42 Approximately
NOW DIAMETER = 100CM
THEREFORE CIRCUMFERENCE = [tex](π times diameter)[tex]
= 3.14× 100 = 314 Cm
NOW THE NUMBER OF REVOLUTION REQUIRED NTO COMPLETE 3 KM
3KM = 300000 cm
NOW NUMBER OF REVOLUTION = 300000/314= 955.42 Approximately
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