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Final value theorm is applicable only if all the poles of (Z-1)*X(Z) lie inside the unit circle,here in this example there is a pole which is outside the unit circle so FVT can't be applied ,so the ans simply here is x(infinity)=infinity
Hey????????? Sir Work in the final value theorem is definitely incorrect!!! when you have checked through the time domain you made a mistake also!! Sir how (-3)^infinity=0 ?????????????. Hey don't try deceiving!!!
Hey??????????? why you does in that way? to apply the final value theorem first we have to check that whether the poles are inside the unit circle or not!!!
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Hello Friends
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Final value theorm is applicable only if all the poles of (Z-1)*X(Z) lie inside the unit circle,here in this example there is a pole which is outside the unit circle so FVT can't be applied ,so the ans simply here is x(infinity)=infinity
Thank you so much ❤️
Hey????????? Sir Work in the final value theorem is definitely incorrect!!! when you have checked through the time domain you made a mistake also!! Sir how (-3)^infinity=0 ?????????????. Hey don't try deceiving!!!
I think it would be 1/3 raise to infinity means 1/infinity = 0
FOR FINAL VALUE THEOREM ALL THE POLES SHOULD BE INSIDE UNIT CIRCLE...... YOUR EXAMPLE IS NOT CORRECT
Yeah,you are right brother!!!
hey bro have you seen how he does the mistake a gain?? he said that (-3)^infinity=0, which is incorrect!!
@@zewdalemabebaw6771 yes he got nervous and blabbered some random shit😂😂😂
Hey??????????? why you does in that way? to apply the final value theorem first we have to check that whether the poles are inside the unit circle or not!!!
Yes you are right. .
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Thank you!
This is incorrect .