The percentage error in measurement of a physical quantity [m given by `m=pi tan theta`] is minimum when
(Assume that error in `theta` remain constant)

Define error in a measurement of any physical quantity.

Define errors in a measurement of any physical quantity.

Write type or error in measurement of physical quantity and explain.

For what value of theta the percentage error in the measurement of a physical quantity given by m= ktan theta is minimum where k is a constant.

For what value of theta the percentage error in the measurement of a physical quantity given by m= ktan theta is minimum where k is a constant.

Let x={:[(a^(2)b^(2))/(c)]:} be the physical quantity. If the percentage error in the measurement of physical quantities a,b, and c is 2,3 and 4 per cent respectively, then percentage error in the measurement of x is

Let x={:[(a^(2)b^(2))/(c)]:} be the physical quantity. If the percentage error in the measurement of physical quantities a,b, and c is 2,3 and 4 per cent respectively, then percentage error in the measurement of x is

Let x={:[(a^(2)b^(2))/(c)]:} be the physical quantity. If the percentage error in the measurement of physical quantities a,b, and c is 2,3 and 4 per cent respectively, then percentage error in the measurement of x is

If a physical quntity is P = (a^3 b^2)/c and the percentage errors in the measurement of a,b and c are 1%,2% and 3% respectively.Find the maximum percentage error in the measurement of physical quantity P.