Singular Solution Clairaut's Equation | First Order and Higher Degree| (Lecture -44) | Bsc 2nd year скачать в хорошем качестве

Singular Solution Clairaut's Equation | First Order and Higher Degree| (Lecture -44) | Bsc 2nd year

Link of PDF of exercise 1 - https://1drv.ms/b/s!Al_ex3SM2KMtkxrOQ... This Video contains the following Topics - 00:00 Lecture Intro 00:15 The singular solution of a differential equation is given by the envelope of family of curves represented by that differential equation. 04:07 Ex19-Find the general and singular solutions of y^2-2pxy+p^2 (x^2-1)=m^2 11:47 Ex20-Find the general and singular solution of 〖(xp-y)〗^2=p^2-1 17:01 Ex21-Find the general and singular solution of 9p^2 〖(2-y)〗^2=4(3-y) 22:35 Ex22-Reduce the differential equation (px-y)(x-py)=2p to the Clairaut^' s form by substituting x^2=u and y^2=v and find its complete premitive and the singular solution. singular solution of clairaut's equation, singular solution of ordinary differential equation, singular solution and extraneous loci, singular solution differential equation nptel, singular solution bsc 1st year, singular solution of pde, singular solution differential equation, singular solution and orthogonal trajectories, singular solution and, singular solution by gajendra purohit, singular solution clairaut's equation, clairaut equation singular solution examples, singular solution example, singular solution example problems, singular solution of differential equation, singular solution in differential equation, singular solution in pde, singular solution is equation of, singular solution in ode, singular solution of y=px+a(1+p^2)^1/2, singular solution of y=px+p^2, singular solution of z=px+qy-2√pq, singular solution of y=px+p^n, singular solution of partial differential equation, solution about singular points, singular solutions, solutions about singular points, what is singular solution Facebook Page :   / siwalclasses   Instagram :   / siwalclasses     / himanshu_7170   Link For Online Book Purchase - http://www.krishnaprakashan.com/indet... #BSc #SecondYear #DifferentialEquation #CCSU #BscMathematics #KrishnaPublication