State Transition Matrix | Problem | State Space Analysis | Control Systems | Mathspedia |

[@alexriverahidalgo3989]

I forgot some basic linear algebra and this was so so so so so clear. I can't thank you enough I get it now! what a great feeling :)

[@rhydhamgupta30]

I am having my paper tomorrow and the concept is so damn clear that I will not forget it in my life now ❤️

[@CerXPubg]

crystal clear exaplaination 🤩🤩

[@vinayka7215]

Nice explanation 😊

[@anupamajnair6849]

You are simply great. Usually people complicate things while explaining. But only few teach things for the benefit of others. You are one among them sir. Hats off sir. Thankyou for your clear and simple style in explaining the concepts, which are understandable even to below average students. Thankyou very much for your great efforts sir.

[@pavankumarjanapati6786]

Hyyyy

[@VaibhavTayade-pd3gb]

You are great teacher you are clear my all basic to advance concepts thank you so much sir ❤❤

[@fcgamer-123]

Great 👍

[@ShreyasKhansole]

Nice explanation sir, Thank you 🙂

[@erickirimi5025]

Thanks man, am ready for my math exam now.

[@PratikshaDavari-op5fn]

It is very helpful thank u so much 🥰🥰👏

[@gepa_gerrypartrick9770]

Very good teaching

[@evilbanger8116]

This is called teaching 💙

[@chinmayshevankar6964]

Sir u r amazing 😍🤩

[@guruprasadvaidya8417]

helpful! thank you sir.

[@kondurineha9601]

Than k you so much for the basics😊

[@riteekasarangi3451]

So much helpful thankyou sir

[@nowifi1347]

Your explanation skills are next level🙏 thank you so much❤️

[@RJ._Akash]

Legendary explaining method thank you ❤❤

[@blender6895]

thank u very much bro..subscribed now. i was searching for clear explaination and understanding with example and not symbols this only

[@yashchavan4998]

Informative 🔥

[@Nature_Lover2804]

Thank you for this video 🙏🏻🙏🏻

[@mubeenasavalagi8869]

Wow so amazing explanation thank you so much sir I understand

[@shubhamkumar5081]

Thank you so much 😊 For this session

[@Satendra.maurya]

Thanks bro awesome video 👍😊

[@omkaryelmame1808]

Nice explanation sir👍

[@prasadmahajan9271]

Thank you so much brother🙏🙏🙏🙏

[@jaokh231]

Thank you❤❤❤🇱🇧🇱🇧🇱🇧🇱🇧

[@suryakiran193]

Tq somuch sir❤️😊

[@atharvachaudhari9717]

Thank you sir! 😭😭

[@Shreyasrasoi]

Really good video

[@zaibazaiba5523]

Thank uh so much sir !!! This video was so helpful

[@rajavikrampullem7583]

Superb annaa...

[@PratikshaDavari-op5fn]

Thank you sir

[@jathinj3133]

Thank u so much sir it helped a lot

[@shivakrishna2698]

Thanks Anna thank you so much 😍

[@masoudnorouzi1923]

Thank you so much.

[@prakashganesan9855]

AMAZINGGGGG THANKSSS

[@Vokal_for_local]

Literally help ful

[@collegemathematics6698]

Great explanation. But I think using linear transformation to find Jordan forms then compute exp(At) with Taylor is much easier especially for 3x3 matrices. What do you think?

[@MATHSPEDIAabhi]

Yes , there are different methods to approach this problem.I have used Laplace transformation.Many other methods like infinite series method,cayley Hamilton method, canonical transformation etc can be used.

[@uroojamushtaq6372]

Thku soo much.. wrth ittt

[@haiderichannel7891]

incredible

[@jaywantgadekar2317]

Very helpful thank u

[@MATHSPEDIAabhi]

Glad it helped

[@WildGamerz29]

thank you bro

[@Parth_20]

Nice one 👍

[@prathameshthakare3657]

Superb

[@MesiAsnake-kl8dh]

Supper

[@Islamicpoint2501]

Tq sir

[@rohitavhale7114]

Thanks sir

[@RohitKumar-lf7fi]

thank u sir!

[@Manish31155]

Nice 😊

[@sakshamchopra7666]

Bhaiya ek inverse STM ka bhi question krva dijiye

[@usmanrashid1335]

What if there is an imaginary part in the poles?

[@_034_divyanshusrivastava6]

And what if X(0) is given as matrix in the question

[@sankardasaka7371]

Nice

[@mohammedsaifullah6437]

anna teach it simple pls this to much difficult

[@MATHSPEDIAabhi]

@@mohammedsaifullah6437 ok

[@fantasyvsreality4025]

why you say some thing and then say ''No'' .

[@MATHSPEDIAabhi]

Sorry abt that

[@AVaishnavi-ld4rn]

Thank you so much sir

[@_Saurabh_Wagh]

Thank u sirji

[@manishacharyyaece6770]

Thank you sir❤

[@parameshdruthik]

Tq sir