if the error in the measurements of length is2% then error in the measurements of volume is
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If the error in measuring the radius of a sphere is 2%, then the error in the measurement of volume is:
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Percentage error in radius is given as 2% i.e.
r
Δr
×100=2 %
Volume of sphere V=
3
4π
r
3
Percentage error in volume
V
ΔV
×100=3×
r
Δr
×100=3×2=6 %
Answered by
0
Answer:
Volume error =6%
Explanation:
Percentage error in radius is given as 2%
i.e.
∆r/r ×100=2 %
Volume of sphere V= 4π/3 × r³
Percentage error in volume
ΔV/V ×100= 3×∆r/r × 100
=3×2=6 %
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