Picard method of successive approximations example for solving ODE

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THANK YOU

[@shaikhfarheen5051]

Thank you so much sir... . It's very helpful...😇😇😇

[@manim5514]

But sir u didn't find y(0.1)

[@gayandesilva3180]

Thank you sir!

[@joevanderen64]

Thank you so much for this great explanation. It may have been worth noting the pattern that exists that could make higher orders easy to find. All odd powers are being divided by each odd number less than or equal to the power and even numbers follow the same pattern. Must just be this specific given function.

[@itishreemalik5239]

Thank you sir😊

[@M2NX_544]

Awesome sir

[@bikygroup5864]

Very helpful

[@dindupavanpavan348]

Your explanation is very excellent

[@dailymixwithbattili.ganesh1684]

Thank you sir

[@fafirita2049]

Thanku sir

[@NavneetSanap]

Thank you

[@RamaDevi-mz4nc]

Thank you 😌😌 super explanation

[@harsha0927]

super

[@user-qh7cs2cy1y]

nice

[@pratibhasingh8474]

Thank you bhaiya 🙏🙏

[@user-io7mo5wr3n]

Nice i lost during facual class

[@manim5514]

Thank you sir..nive explanation

[@Nikhil-xm8ti]

Mam ek question solve krna

[@Tendril0]

Y'=xy+1. Y(0)=0 solve please

[@asmaa.ali6]

is y(0) same as y_0 ?? if so, this means that y_infinty same is y(x=infinity)!