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I bought some powdered water. What do I add to it?

If an unstoppable force hits an immovable object, what happens?

Quote :

I bought some powdered water. What do I add to it?

Pee

Quote :

If an unstoppable force hits an immovable object, what happens?

Not much really

-Ben

A few of my own..

I went to the supermarket and brought some new products, though i'm having a few problems with them and i'm not sure why..

1. Some floating bathplugs, I can't seem to keep them in the plughole so I haven't been able to have a bath for a week.

2. Some waterproof teabags, as hard as I try I just can't get any flavour in my tea!

-Ben

Pee

as for the tea bags--when i run out of tea leaves for a pot, i [not exaggerating] have put as many as 10 in my sizable cup and i'm still on occasion falling asleep. i think i've heard it's the tea dust sweepings, but i actually think it's the dirt the fookin' plant is grown in

or maybe the dandruff of the tea workers who have a high caffeine content in the dead skin that falls off their collective heads.

tea bags are the anti christ. they were placed on this earth to conquer the british and rendor them unfathomably tired. bring back the tea pot. fookin conspiracy if you ask me--not that anyone in their right mind would

since i worship a head of lettuce and wear my clothes inside out. i'm watching my knee cap right now...emmm...knee cap

Well, presumably the limit as a force goes to infinity is an unstoppable force, and the limit as a mass goes to infinity is an immovable object. So we can go to the basic form of Newton's law:

F = ma

or, rearranged for our purposes here,

a = F / m

So, clearly we're interested in the limit of a as F and m go to infinity. Clearly, since F and m are both linear with respect to F and m (respectively), their asymptotic growth rates are the same, and thus we can conclude the limit is equal to 1.

Thus, the immovable object experiences an acceleration of 1 m/s^2.

wait, what?

Nav wrote:

Well, presumably the limit as a force goes to infinity is an unstoppable force, and the limit as a mass goes to infinity is an immovable object. So we can go to the basic form of Newton's law:

F = ma

or, rearranged for our purposes here,

a = F / m

So, clearly we're interested in the limit of a as F and m go to infinity. Clearly, since F and m are both linear with respect to F and m (respectively), their asymptotic growth rates are the same, and thus we can conclude the limit is equal to 1.

Thus, the immovable object experiences an acceleration of 1 m/s^2.

wait, what?