The Cauchy's dispersion formula represents the dispersion of most of the substances with considerable accuracy. Also from the Cauchy's dispersion formula if \(n\) is refractive index and \(A, B\) and \(C\) are constants, then
\(n = A + B \lambda^{-2} + C\lambda^{-4}\)
So, the correct option is (A): \(n = A + B \lambda^{-2} + C\lambda^{-4}\)
A current element X is connected across an AC source of emf \(V = V_0\ sin\ 2πνt\). It is found that the voltage leads the current in phase by \(\frac{π}{ 2}\) radian. If element X was replaced by element Y, the voltage lags behind the current in phase by \(\frac{π}{ 2}\) radian.
(I) Identify elements X and Y by drawing phasor diagrams.
(II) Obtain the condition of resonance when both elements X and Y are connected in series to the source and obtain expression for resonant frequency. What is the impedance value in this case?
What is the major product of the reaction?
Measures of dispersion refer to positive real numbers that measure how homogeneous or heterogeneous the provided data is. The value of a measure of dispersion will be zero (0) if the data points in a data set are the same.
The measures of dispersion can be classified into two major categories such as: