Resonance is a co-ed a cappella group at the Massachusetts Institute of Tec… Read Full Bio ↴Resonance is a co-ed a cappella group at the Massachusetts Institute of Technology. Their mission: to explore the fine art of covering contemporary music hits of varying popularity armed only with their wits and a pitch pipe. Since their founding in 2001, they are not only succeeding in this mission, but are having more fun than should be legal in the process. MIT Resonance has entertained audiences far and wide with its unique blend of tight harmonies, energetic performances and cheap puns. For those who can't make it to one of their live shows - or those who just can't get enough - the group has also produced two CDs, "First Harmonic" (2003) and "Left On Red" (2005). Both CDs have received critical acclaim through the Contemporary A Cappella Society of America, and they are currently in the studio (specifically, Fort Resonance) working on a third, as-of-yet untitled production.

You can also hear Resonance's rendition of "Mystify/Atrevete" on the Best of College A Cappella (BOCA) 2006.

Here is Gone
MIT Resonance Lyrics

We have lyrics for 'Here is Gone' by these artists:

Goo Goo Doll's You and I got somethin But it's all and then it's…
Goo Goo Dolls You and I got somethin But it's all and then it's…
Karaoke - Goo Goo Dolls You and I got somethin But it's all and then it's…
Lifehouse You got what you wanted The world on a string Found your…

Soft You and I got somethin But it's all and then it's…
The Goo Goo Dolls You and I got something But it's all and then it's…

The lyrics are frequently found in the comments by searching or by filtering for lyric videos

TRACKS

No Related Genres

More Genres

No Artists Found

More Artists Load All

No Albums Found

More Albums Load All

No Tracks Found

Genre not found

Artist not found

Album not found

Search results not found

Song not found

Comments from YouTube:

Cheng Si

7y↑19

'we have to drag L'Hopital from hospital and do it again...' LOL

Atomsky Jahid

8y↑4

Throughout these lectures, I felt like I'm relearning physics. :)

Francine

thank you so much sir! Heroes truly don't wear capes, heroes are the educators!

Thuy Tu Ha

this way of solving the ode could lead to the case that y= -t*exp(s1*t)/(2A*s1+B) is also a perticular solution. It looks like this is a trick, not a method to solve this ode. There are two other perticular solutions as well.

zizo 2000

But where did the 2nd e^s1t go ?
And does the 1/(2As1 + B) give us a 1 ?

Gabriel Bruno Parreira

kind of late response so you probably already figured it out by now haha. But anyways this is how I understand it:
It seemed like they were more like partial derivatives. He derived the functions with respect to s and treated t as a constant. That is why on the first one you have the exponential multiplied by t.
The second equation would be just a constant because s1 is a constant and t is also a constant, so the derivative is 0.

Labroidas

I really didn't get that last part at all. I feel like there is a hole in the explanation, the video is over a little too quick. I tried solving my homework with this method and it didn't work at all for me.