Errors in measurementHard
Question
If the percentage error in the measurement of radius of a sphere is 2%, then the maximum percentage errors in the measurements of its diameter, surface area and volume are respectively
Options
A.2%, 4% and 4%
B.6%, 4% and 2%
C.6%, 6% and 6%
D.2%, 4% and 6%
Solution
∵ D = 2R ∴
× 100 =
× 100 = 2%
∵ A = 4πR2 ∴
× 100 = 2
× 100 = 4%
∵ V = 4/3 πR3 ∴
× 100 = 3
× 100 = 6%
∵ A = 4πR2 ∴
∵ V = 4/3 πR3 ∴
Create a free account to view solution
View Solution FreeMore Errors in measurement Questions
Zero error of an instrument mean:...Accuracy and precision are __(i)___and these are respectively linked with ___(ii)___ & ___(iii)___ .Fill the blanks abov...What is the fractional error in g calculated from T = 2π ? Given fraction errors in Tand l are + x and + y respecti...The density of a cubr is measured by measuring its mass and length of this sides. If the maximum error in the measuremen...In an experiment, a set of reading are obtained $- 1.24\text{ }mm,1.25\text{ }mm,1.23\text{ }mm,1.21\text{ }mm$. The exp...