A bucket is raised from a well by means of a rope which is wound round a wheel of diameter 77 cm .Given that rhe bucket ascends in 1 minute 28 seconds with a uniform speed of 1.1m/sec,calculate the number of complete revolution the wheel makes in raising the bucket.
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Answered by
403
GIVEN ;
Diameter = 77 cm
Radius = 77/2 × 1/100 m
= 0.385 m
Speed = 1.1 m/s
time = 1min 28 sec = 88 sec
Distance = speed×time
= 1.1×88
= 96.8 m
Number of revolution = distance/circumference
= 96.8/(2×22/7×0.385)
= 96.8×7/44×0.385
= 677.6/16.94
= 40
therefore the wheel will make 40 revolution.
hope this helped you ..........…… !!!!!
Diameter = 77 cm
Radius = 77/2 × 1/100 m
= 0.385 m
Speed = 1.1 m/s
time = 1min 28 sec = 88 sec
Distance = speed×time
= 1.1×88
= 96.8 m
Number of revolution = distance/circumference
= 96.8/(2×22/7×0.385)
= 96.8×7/44×0.385
= 677.6/16.94
= 40
therefore the wheel will make 40 revolution.
hope this helped you ..........…… !!!!!
Answered by
86
Answer:
Step-by-step explanation:
Diameter = 77 cm
Radius = 77/2 × 1/100 m
= 0.385 m
Speed = 1.1 m/s
time = 1min 28 sec = 88 sec
Distance = speed×time
= 1.1×88
= 96.8 m
Number of revolution = distance/circumference
= 96.8/(2×22/7×0.385)
= 96.8×7/44×0.385
= 677.6/16.94
= 40
therefore the wheel will make 40 revolution.
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