Convert the Volterra integral equation to ODE Example 1 скачать в хорошем качестве

Convert the Volterra integral equation to ODE Example 1

Example 1 Leibniz rule (previous Video):-    • What is Leibniz rule with  Example 1   Volterra IE to ODE (other example):-    • Convert Volterra Integral Equation to ODE ...   Converting Volterra Equation to an ODE In this section we will present the technique that converts Volterra integral equations of the second kind to equivalent differential equations. This may be easily achieved by applying the important Leibniz Rule for differentiating an integral. It seems reasonable to review the basic outline of the rule. This can be easily achieved by differentiating both sides of the integral equation, noting that Leibniz rule should be used in differentiating the integral as stated above. The differentiating process should be continued as many times as needed until we obtain a pure differential equation with the integral sign removed. Moreover, the initial conditions needed can be obtained by substituting x = 0 in the integral equation and the resulting integro-differential equations as will be shown. LIKE COMMENT SHARE SUBSCRIBE ------------------------------------------------------------- Follow us Insta;- @kulsanketkumar Integral equation Playlist:-    • INTEGRAL EQUATION   ------------------------------------------------------------------ Integral equations to Ordinary differential equation Volterra Integral equation to ODE Volterra Integral equation to Ordinary Differential equation Volterra Integral equation to Ordinary Differential equation examples #leibnizrule #leibniz #integralequation #differentialequation #mscmathematics #maths #msc_mathematics #fredholm #volterra #skclasses