The maximum allowable weight for a disc with circumference 66.92 centimeters Round to the nearest tenth is 176.9 grams.
A circle's outside boundary is called the circumference and can be measured, or calculated, by using
Circumference = 2πr
where r is the radius of circle.
Now it is given that,
the maximum weight, w of a disc in grams is 8.3 times the diameter, d in centimeters
⇒ w ≤ 8.3d
and the maximum allowable weight for a disc with circumference 66.92 centimeters
So, Circumference = πd [∵ d = 2r]
∴ 66.82 = πd
⇒ d = 66.82π
Thus, w ≤ 8.3*66.82π grams
⇒ w ≤ 176.89 grams
Round to the nearest tenth, w ≤ 176.9 grams
Thus, the maximum allowable weight for a disc with circumference 66.92 centimeters Round to the nearest tenth is 176.9 grams.
To learn more about circle :
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