Titlebook: Jacobi‘s Lectures on Dynamics; Delivered at the Uni A. Clebsch Book 2009Latest edition Hindustan Book Agency (India) 2009

abnegate

,’s Integral and ,’s Second Form of Dynamical Equations,one can derive the differential equations of motion in a still simpler way than from the principle of least action. It appears that this principle had not been noticed earlier, because here in general one does not obtain a minimum with the vanishing of the variation, as it happens in the case of the

mortuary

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colloquial

The Second Form of the Equation Defining the Multiplier. The Multipliers of Step Wise Reduced Diffeifferential equation for the multiplier ., we get..This differential equation will also be satisfied by another quantity . if one has also.If we multiply the second equation by ., the first by . and subtract one from the other, then we have.or,.i.e., . is a solution of the equation..