Inverse Laplace Transform, Sect 7.4#33

[@mariogabrielsalvatierrafra4500]

you're one of the best teachers explainin calculus, every time I see yor videos I learn new things, I really like your channel

[@mohamedemara1231]

I had this question in an Exam and I didn't know how to solve it then . I knew the rules but under pressure , you just tend to overcomplicate stuff . Well at least I know how to solve something like this now . Thanks a bunch :D

[@mohammedfaizan3013]

Same thing happened to me too. And now I am here searching for the answer. And the thing is they didn't even teach us how to solve logarithmic functions using laplace transform.

[@euler1]

Eyy, same thing here. Notice how this video is the least viewed compared to his other videos, looks like math instructors Google the least commonly known questions for their finals.

[@LinearConvolution3]

2 years ago, when I was in high school, I used to wonder what exactly is being discussed in this type of videos. Now that I am in college, I have to come back here before my semester exams😂

[@siddhartharaja9413]

You are a real gem sir!

[@melchizedekell7951]

i didn't see this formula in the books. maybe because u made it special :) :D hahaha love you vids

[@DawQwe]

يروحلك فدوه حسين ..(ابو علي ) ..❤❤❤

[@solinothman4094]

That's not cool, you're the one that make it cool ❤

[@kareem06777]

This was explained perfectly man!!! Keep it up

[@amzayd]

Cool.. laplace transfome is another world in math

[@thilakshansenthooran9072]

Bro you are AMAZING !!!!!!!!!!!!

[@1glenfordmcewen]

Beautifully illustrated!

[@federicopagano6590]

Wonderfull a nice 7 is behind verification of the first value theorem

[@advikachesetti472]

Thank you! I really appreciate what you're doing here :)

[@ΗΛΙΑΣΓΙΑΝΝΟΠΟΥΛΟΣ-ζ4λ]

Very Clever! Thank you.

[@gflex9415]

whats that thing you keep holding in your hands

[@roumaissakaid6140]

very good explication you made everythingg sooo clear thank youuu

[@bernaskojohnarthur3660]

So finding laplace inverse of 1/t will integrate from s to infinity of the function 😮. Please help

[@redroses4679]

Love ur vids , thanks

[@MrDangerousBOB]

Thanks! Keep it up I hope to see more content!

[@jarikosonen4079]

Looks like useful tricks.

[@noesquirrelm.1038]

Are you going to go over any AP calculus exam problems since the test is coming up soon? Nice videos btw.

[@rmailley]

Seconded.

[@blackpenredpen]

I used to own a lot of AP materials but I dont anymore. If you can provide me some AP questions, I will see what I can do for you guys. I do notice that the AP Calc exam is 5/7 and I also have to give out my exams this week. So I will see what I can do and maybe for next year as well! bprp

[@rmailley]

The College Board has a lot of good released frq's on their website. Maybe you could try their website and go over an frq?

[@rmailley]

bit.ly/2qiPaua That's the 2016 frq.

[@blackpenredpen]

ok, i can go over this one,

[@RajeshRajesh-tg5xm]

awesome teaching

[@blackpenredpen]

Thanks

[@anandnishant77]

Good explanation

[@melakuasmare6645]

you are best of best

[@ashan923]

Thanks. Got cleared the doubts

[@graficandorealidades7561]

this is indeed pretty cool. Thanks dude!

[@randomvideos5025]

Thank you for saving my final exam !

[@BAEX2013G]

Thank you so much for this!!!

[@dangitnicky]

Saved me nicely, thanks fam

[@jahansaid6382]

Thank you very much for you time and effort :) YOu are awesome !!

[@sirwanjamal3298]

Good job , keep going bro

[@AliAli-lo8pe]

Thanks 🙏

[@sholmes_ttyy]

thank you bro...

[@rezarajabi6206]

Amazing. Thanks a lot

[@hunzalazafar7273]

bro you rock

[@mohammedal-asadi3514]

Wow! It is Mathematics...

[@bijoybasumatary4651]

The best!!!

[@tahaabujrad7806]

What is the inverse Laplace of ln(s) ? And what is the Laplace of 1/t

[@bernaskojohnarthur3660]

I am sure those two are inverse of other. I mean inverse laplace of one function will be the laplace transform of the other function. Thank you. Pls give a thumbsome if you prove correctly @blackpenredpen

[@carultch]

There is no Laplace transform of 1/t, because it is not a function of exponential order, due to its spike at t=0.

[@estefaniac8260]

You are awesome! Thank you soooo much for this explanation :)

[@joelhall649]

BPRP to the rescue!

[@argentinoelvenciochitacumu9046]

master!

[@letsplant1323]

Thank you very much, Sir.

[@blackpenredpen]

you're welcome!

[@ismailcivil4043]

Thank you

[@jhonalvaroh]

buena explicacion , man i like this :D

[@blackpenredpen]

thanks!!!

[@kadhemjawad2390]

please . help me i need solve for ( laplce Ln(t^2 *sin(t))

[@carultch]

Given: L{t^2*sin(t)} Start by finding L{sin(t)} in a standard lookup table: 1/(s^2 + 1) Use the s-derivative property, to find L{t*sin(t)}, and then again to find L{t^2*sin(t)} Thus: L{t^2*sin(t)} = -d/ds (-d/ds 1/(s^2 + 1)), which is d^2/ds^2 1/(s^2 + 1) d/ds 1/(s^2 + 1) = -2*s/(s^2 + 1)^2 d^2/ds^2 1/(s^2 + 1) = [-2*(s^2 + 1)^2 - -2*s*2*(s^2 + 1)*2*s]/(s^2 + 1)^4 Simplify, and we have our result: L{t^2*sin(t)} = (6*s^2 - 2)/(s^2 + 1)^3

[@titofunmioyewole3065]

Thank you so much

[@marielordelynmanalo4525]

soooo cool😍

[@ardikeytube9941]

WOW BRO

[@李建達-g6c]

我是台灣人 我希望你講中文

[@blackpenredpen]

@@李建達-g6c 所有你必須會的拉普拉斯轉換Laplace Transform kzbin.info/www/bejne/eIfOiKdqnLKdorc

[@李建達-g6c]

@ 謝謝🙏可以私訊你問問題嗎

[@oussamaelajjaj6137]

6.20 " thats cool " what a freak🤮🤮

[@颜夏-y9g]

Thank you