The maximum error in volume of ball is ± 235.619 cm³
The margin of error, also known as the maximum error of estimation, is equal to one-half the breadth of a confidence interval and serves as a measure of how accurate an estimate is.
The formula for the confidence limits on can be written as follows: where is half of the confidence interval's breadth.
Volume of ball is given by:
V = (4/3)πr³
Change in volume (ΔV) = (4/3)π × 3r² (Δr)
= 4π × 3r² (Δr)
= 4π × 3* 25² (±0.01)
= ± 235.619 cm³
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