Sir, true it may be all about Algebra but my dear it's not easy to capture as one my hear or see u doing it .... Am taking time to digest the idea but it's really not that easy. Though I believe after proper digestion,it will be swift....thanks for the video,it has helped me much. Real much.
hello question lang, yung w po ba sa cos wt formula or w in general, can be a square root or raised to a number? May nakuha kasi kaming e^t cos sqr(7)t and I'm not sure if it's applicable sa situation na yan. Just asking if applicable, di naman yung sagot.
Sir yung ex. mo #4 ata yun yung 1/(s^2 +2s) hindi ba pedeng mag add and minus 1 tyo sa denominator para maging perfect square. Then solve for the standard formula? Just asking lang po tnx.
For 1/(s^2 + 2*s), we can factor out a sole s, which leaves us with: 1/(s*(s + 2)) This means our partial fractions starts with: A/s + B/(s + 2) Both of which we can get with Heaviside cover-up: At s=0, A = 1/(0 + 2) = 1/2 At s=-2, B = 1/(-2) = -1/2 Thus we get: 1/2/s - 1/2/(s + 2) Inverse Laplace: 1/2 - 1/2*e^(-2*t)
thank you Eng. cram ang finals na inverse laplace
Thanks a lot for making videos on these problems and big thanks for solving last problem . keep it up
Thanks ! ang dami kong natutunang techniques sa vid na to
Galing mag turo👏
Sir, true it may be all about Algebra but my dear it's not easy to capture as one my hear or see u doing it .... Am taking time to digest the idea but it's really not that easy. Though I believe after proper digestion,it will be swift....thanks for the video,it has helped me much. Real much.
Salamat sa mga vids mo sir wait ko vid mo about sa gears hehe
Yes po..Sa MD po. God bless!
thank you sir 😭😭😭
Thank you! ❣️
Thank you din po!💛
Thank you Engr!
May vid po ba kayo for Laplace Transform of Derivatives?
Hi! For this po, wala pa as of now. I will make videos for this in the future. Thank you!❤️
hello question lang, yung w po ba sa cos wt formula or w in general, can be a square root or raised to a number? May nakuha kasi kaming e^t cos sqr(7)t and I'm not sure if it's applicable sa situation na yan. Just asking if applicable, di naman yung sagot.
Big help!
Sir yung ex. mo #4 ata yun yung 1/(s^2 +2s) hindi ba pedeng mag add and minus 1 tyo sa denominator para maging perfect square. Then solve for the standard formula? Just asking lang po tnx.
For 1/(s^2 + 2*s), we can factor out a sole s, which leaves us with:
1/(s*(s + 2))
This means our partial fractions starts with:
A/s + B/(s + 2)
Both of which we can get with Heaviside cover-up:
At s=0, A = 1/(0 + 2) = 1/2
At s=-2, B = 1/(-2) = -1/2
Thus we get:
1/2/s - 1/2/(s + 2)
Inverse Laplace:
1/2 - 1/2*e^(-2*t)
Yes po pwede, the answer will be
(e^(-t))(sinh(t))
sir pano po pag (s+a) yung po mga formula sa 18:15
Nung napunta sa parte na "balancing" nawala na ako. Di ko na gets