Asked by Iris
Each wheel on Harley's bike has a radius of 60 cm. How many revolutions does each bike make when Harley bikes 500 cm?
A. 500/120pi
B. 1000/120pi
C. 50000/120pi
D. 100000/120pi
A. 500/120pi
B. 1000/120pi
C. 50000/120pi
D. 100000/120pi
Answers
Answered by
Steve
well, the circumference is C = 2πr = 120π
so, the revolutions in 500cm can be found using
500cm * 1rev/120πcm = 500/120π rev = (A)
Who wants to ride only 5 meters? sheesh!
so, the revolutions in 500cm can be found using
500cm * 1rev/120πcm = 500/120π rev = (A)
Who wants to ride only 5 meters? sheesh!
Answered by
R
x = total turns
c = πd
60 cm = 0.6 m
since the radius 0.6 m, the diameter is 1.2.
turns * circumference = revolutions
that becomes:
x * 1.2π=500
solve it yourself, but it becomes x = 1250/3π
since all the denominators have 120π we can do proportions
1250/3π = y/120π
(y is another random variable)
solve the proportion your own
y =50000
that becomes 50000/120π, so your answer is c
c = πd
60 cm = 0.6 m
since the radius 0.6 m, the diameter is 1.2.
turns * circumference = revolutions
that becomes:
x * 1.2π=500
solve it yourself, but it becomes x = 1250/3π
since all the denominators have 120π we can do proportions
1250/3π = y/120π
(y is another random variable)
solve the proportion your own
y =50000
that becomes 50000/120π, so your answer is c
Answered by
Ema
Hey R, I think you meant total turns * circumference = total distance
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