/sci/ - Science & Math

[Anonymous No.4932675]

You're trapped in a well with a goat and a slinky.

Describe how you will escape.

[Anonymous No.4932678]

call for help

[Anonymous No.4932679]

Depend of slinky good fight or not. I probaly better fight though, so I beat slinksy with fistpowers first, then ride goat out of well to the ecsape world.

[Anonymous No.4932684]

i would make myself unwell by eating goat shit

then i would be out of well

[Anonymous No.4932687]

OP, I am a penguin, so I could fly out of well with great ease.

[Anonymous No.4932691]

Fly on the goat to South Africa and spend the rest of my life playing with my awesome slinky

[Anonymous No.4932697]

Why would I need to escape?

I'm obviously down there to save the goat.

[Anonymous No.4932700]

I will escape when sweet death releases me from my slinky and goat filled vale of tears.

[Raguspan No.4932766]

Where is this well, OP? Is it on our respective properties, near a suburban intersection, or out in the middle of nowhere?
Also, how much water is in this well?

[Anonymous No.4932783]

I have a goat and a slinky. Why the fuck would I want to escape? Yearsofunahead.jpg

[Anonymous No.4932784]

>>4932766
it's in space, and it's a liquid nitrogen well

[Anonymous No.4932794]

Assuming a perfectly spherical goat

<span class="math"> \rho\left( \frac{\partial \nu}{\partial t} + \nu \cdot \nabla \nu \right) = - \nabla_g + \textbf{T} + S [/spoiler]

[Anonymous No.4932798]

what?

[Anonymous No.4932801]

I don't use the rope so my fear of death can be used to make me survive this test. The memory of my father will help me rise and defeat this evil that is striking down my city.

[Anonymous No.4932803]

Assuming a perfectly spherical goat:

<span class="math"> \rho( \frac{\partial \nu}{\partial t} + \nu ⋅ \nabla \nu ) = - \nabla_g + T + S [/spoiler]