A garden roller has a circumference of 3m. How many revolutions does it makes in moving a distance of 21m.
Answers
Answered by
14
Answer :
- 7 revolutions it makes in moving a distance of 21m
Given :
- Circumference is 3m
- Total distance is 21m
To find :
- Number of revolutions
Solution :
Given that ,
- Circumference is 3m and total distance is 21m so ,
Number of revolutions = Total distance/Circumference
》21/3
》7
Hence , 7 revolutions it makes in moving a distance of 21m
More Explanation :
- Circumference of circle = 2πr
- Area of circle = πr²
- Perimeter of semi circle = πr + 2r
- Perimeter of circle = 2πr
- Circumference of circle is nothing but the measurement of boundary of circle
- Where , r is radius and π is pi
Answered by
7
Total Distance = 21 m
Circumference = 3 m
therefore,
Number of revolutions = Total Distance/ Circumference of the circle
Number of revolutions = 21/3 = 7m
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