Thank you sir! Please I wish to ask if the origin is at a position different from the first position, how do you find the origin from the final answer?
In method 2 The values of n [i.e x1(k) , x2(-k) , x2(1-k) , x2 (2-k) etc... ] till where we have to take sir.... How to find that we should take till here only ? Please tell me sir today afrn my semester exam
Your teaching style and Concept is as clear as Crystal sir 👍👍👍👌👌. thank you sir
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thank u sir , u are interesting and ur explanation also interesting.
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Excellent sir❤️
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happy independence day sir
Thank you for teaching sir 🙂
Thank you ♥️ HAPPY INDEPENDENCE DAY
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Sir in tabular method if the arrow is at different position where would be the arrow in result ?
Sir ... fourier series and laplaces transform are not their in these session .
Thank you sir! Please I wish to ask if the origin is at a position different from the first position, how do you find the origin from the final answer?
Thank you for your feedback.
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In method 2
The values of n [i.e x1(k) , x2(-k) , x2(1-k) , x2 (2-k) etc... ] till where we have to take sir.... How to find that we should take till here only ?
Please tell me sir today afrn my semester exam
Can I use method 1 if number of terms in x(n) is not equal to number of terms in h(n). Tomorrow is my exam kindly reply
Yes…. You can use method 1
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What is name of method 2 and 3
How did you find -4 to 4 sir
Any range can be chosen to perform all shifting operations.
Hope this is helpful.
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How n= 0
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