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The error in the measurement of diameter of a circular disk is 1%. What is the percentage error in the measurement of its area?
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Answered by
0
Answer:
Error in radius measurement
r
Δr
×100=1%
Area of the circle is given by A=πr
2
So, error in area
A
ΔA
×100=2×
r
Δr
×100=2%
Answered by
0
Let the radius of the circle , R .
Given the error in the measurement of the radius of the circle = 1%
= 0.02
= 2% .
Thus , the error in measurement of its area is 2%.
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