A well of diameter 140cm has a stone parapet around it. If the length of the outer edge of the parapet is 616cm, find the width of the parapet
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Given, the diameter of the well (d) = 140 cm
Let radius and diameter of the parapet is R and D respectively.
Sine, length of the outer edge of the parapet = 616 cm.
Therefore,
Now, width of the parapet = ( diameter of the well - diameter of parapet )/2 = (d-D)/2 = (196-140)/2 = 28 cm
Hence, width of the parapet is 28 cm.
Let radius and diameter of the parapet is R and D respectively.
Sine, length of the outer edge of the parapet = 616 cm.
Therefore,
Now, width of the parapet = ( diameter of the well - diameter of parapet )/2 = (d-D)/2 = (196-140)/2 = 28 cm
Hence, width of the parapet is 28 cm.
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