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In a lab drop test, a steel ball is released from rest and falls vertically under gravity (take g = 9.81 m sβ2; air resistance negligible). From a certain height, the average fall time is 0.50 s. The technician wants the fall time to be 20% longer while keeping everything else the same. Which change to the release height achieves this, to the nearest percent?
In a lab to determine the resistivity of a metal wire, a student measures: length L = 1.000 m with a metre rule (Β±1 mm), resistance R from a VβI graph (current kept low; about 3% uncertainty in the slope), and diameter d with a micrometer (Β±0.01 mm on a wire of about 0.50 mm, giving about 2% for d). They can make one change to most reduce the percentage uncertainty in the final resistivity. Which option should they choose, and why?
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