Inverse Laplace of Complex-Conjugate Poles

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Inverse Laplace of Complex-Conjugate Poles
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was not expecting this to help but it definitely did

robruble
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There are 2 conjugates, each of which with j being negative and positive. For beta how do u know which one to pick, ie, the negative value of beta or the positive value? Thank you.

OasiszGaming
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thanks great bhai bcha lya kal k 3 number to pkay kra dya well explained

MazanLabeeb
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i don't understand cause when i press calculator, i get a whole number root instead of complex root. explain pls

wintergu
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can u show us how u do it in the calculator? thx

luyla
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Thank you very much. Very useful video

FlibertTheEpic
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Correction: In the time-domain form, alpha should be positive, not negative. If the value of alpha is positive, that indicates an unstable system, which would end up with an exponentially growing response as t approaches infinity. If the value of alpha is negative, that indicates a stable system, and there will be an exponentially decaying response as t approaches infinity.

StephenLongofono
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How did you calculate the sqrt of -27, I get a math error message on my calculator

gib
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how did you derive f(t) from f(s)? reply asap pls

FoodandFeelingss
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Sir, didn't you finish all the chapters in the book of Hayt you are using?
Until Two port networks and Frequency Response? That's on the last chapters.
If not, please upload videos sir. Thank you.

julliegengastardo
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this exam saved my ass thank you so much

mookitty
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very well explained but wrong answers but thank you

adamal-varad