System of First Order Differential Equations || Matrix Method || RSC || Dr. Abhishek

[@nagasaiprajith2302]

Nice explanation sir, masterpiece 🔥

[@kajalkumavat1799]

Thank you sir, you method of teaching is really helpful.

[@rudrastudycircle1572]

It's my pleasure

[@shreyapandey07]

​@@rudrastudycircle1572
Sir the first eigen vector of 1Q is ( 3,-2)

[@visualizephysics1674]

thank you sir
it was really help full for me

[@rudrastudycircle1572]

Most welcome !!

[@srbclips3691]

Sir how you take that eigen vector value in 8:14 pls tell me

[@srbclips3691]

3 2

[@Sreyan-rg6jv]

sir at 11:30 , last line it'll be 2c2e^-x

[@gunjansharma4789]

Thank you sir. I understood it very well.

[@EtherealFlowerette]

Is There another method?

[@stunseed419]

Sir, why can we do the substitution: x=Py?

[@rudrastudycircle1572]

Hello Manas, I just introduce y variables for our own convivence. Using this transformation to solve the system of equations

[@bhanuchaitanyachava5435]

big fan

[@KakashiHatake-vv4cw]

thank you sir

[@vigneshvicky6720]

Tq sir💖

[@rudrastudycircle1572]

Most welcome Vignesh

[@ShanayaAta]

find the general solution of following system of differential
equation:
𝑥̇1 = 𝑥1 + 𝑥2
,
𝑥̇2 = 4 𝑥1 + 𝑥2
Please solve this question sir

[@shrey7902]

why t{1V} + {2V} came in second question