Static-Dynamic Systems and Stable -Unstable Systems

[@Kanha_gupta_0011]

Sir thank you so much for lecture network ke mghe kvl kcl apply nhi krna ata tha apke lecture se hi maine sikha hai aap bhut easy method se sb smghate h

[@karthikhkamath]

wait, why are the subscribes and views soo less for this good teacher !!! 😭😭😭

[@KKSirEduHub]

GOD knows...help growing the channel ..promote it

[@vaibhav63975]

I didn't understand a single word in my class but after these lectures I will really perform well in my internals as well as my semester exams . 😄😄 thank you sir , for these lectures .

[@KKSirEduHub]

👍stay connected and kindly promote the channel

[@vivek3575]

Sir app ka teaching ka tarika bahut achha h Or bhi video upload kr diziye sir SS ki......🙏

[@KKSirEduHub]

yes sure..stay connected

[@VishalSharma-ri3ih]

How we check stable or unstable ? Is this done on a particular value of x(t) and Is that value given in the questions ? Please explain more sir ....

[@KKSirEduHub]

system stability is checked on the basis of ling term response of a system under few test signals

[@63_tanishkgupta55]

Very nice..💐

[@KKSirEduHub]

thanks

[@hk-rv7yb]

Very nice sir bibo ka example jyaad Hina cahiya tha

[@KKSirEduHub]

yes…separate lectures rakhenge us par

[@himanshiaggarwal3504]

Great work doing sir

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thanks

[@Abhi22724]

Keep uploading sir👍

[@KKSirEduHub]

sure

[@shwetasingh470]

y(t) =x(t+10) +x^2(t) will be dynamic, non linear, non causal, stable and time invariant in nature.

[@satwikpal9161]

how stable?

[@AvinashSingh-rh3pk]

its an unstable one because of the x^2(t) the graph of x^2 (t) is un bounded

[@anshagarwal5999]

@@AvinashSingh-rh3pk good

[@whisperthestory]

@@AvinashSingh-rh3pk It will stable only as if we give u(t) as input so u(t+10) is finite and similarly u^2(t) which is square of unit step signal is always finite in amplitude so both are finite and stable hence this given system is stable

[@avaneeshverma6072]

👌👌👌👌👌👌

[@KKSirEduHub]

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[@Rahulkumaerverma]

Sir whatsapp group ka link bheja dijiye

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active nahi hai abhi