Ideas about points

OP u scarin me with all this crazy talk

By actual circles i mean true radii-equidistant constructs. A compass drawn circle, if zoomed in upon, will actually appear as a bunch of jagged straight edges at obtuse angles.

What you need to remember about math is that it was invented by humans. Like your question about a point hitting a flat surface, it really has no answer until we give it one. A point really doesn't exist, it's just a concept of the human mind to try to locate things in space. That's what I think you're getting at in the last paragraph there. To my knowledge, there is no answer, because nobody has thought it necessary to decide whether a point would pass through a flat surface or be stopped (maybe somebody has, I don't know, just my guess), and so, we haven't given it an answer. That's why I prefer science over straight math, because it deals with tangible and real things rather than man-mae concepts. That's just me though.

Whoa somebody took a euclidian geometry class

Whoa somebody took a euclidian geometry class

brotoWhoa somebody took a euclidian geometry class

shh no tears,
only dreams now...

I think it's clear what your research proves














That you like men.

OP is a window licker.

I was actually thinking about something similar earlier in the week.

Asymptotes on a graph in math are where the function is undefined. The function can never equal that value, however, it can get infinitely close to it.

Atoms never actually touch. They are very very close but they are independent of each other and if they ever were to combine then that's nuclear fusion and it produces a completely different atom. So like if you have an infinite amount of items, there's a larger infinity of things that make up the item. Like if you think of that in terms of the universe instead of an object it's kind of insane. I might be inane but oh well.

Also, when you try to measure acceleration at an instant in time, you can't. The change in time at an instant is 0 therefore any rate is undefined. So when you're running or in a car, an infinite of undefined accelerations make up your acceleration.

Another thing I was thinking about is how do you define where you are. Like yeah you can say in a room or something but truly where the fuck are you? Where's earth? There's a simple answer and that is right here. But really think about it. Where are we? And how do you say that you're right here. You're trillions of atoms that don't touch yet work together. How can you pinpoint the exact location because you can get infinitely precise as to where you are. But you can't because you take up an infinite amount of locations.

shreddinthegnarrAlso, when you try to measure acceleration at an instant in time, you can't. The change in time at an instant is 0 therefore any rate is undefined. So when you're running or in a car, an infinite of undefined accelerations make up your acceleration.

Ummmm.... Calculus........

elindeUmmmm.... Calculus........

Yeah when i read that i was like wait what?

elindeUmmmm.... Calculus........

Oh, I haven't taken that. Well nevermind then

SpssThink about 2 points. Practically, you could never get them to meet, because that would require infinite precision. also theoretically, if you did have the precision, they would never actually touch since they have no volume. There is nothing in a point- its only a marker of somewhere between here and there.

What if you had a pre-existing line and picked two points on it? I would say that they would meet then, since their position is defined by the line, which connects them.

NERDDD!

nah I'm just joshing ya. Math is kool

RJ_ResWhat if you had a pre-existing line and picked two points on it? I would say that they would meet then, since their position is defined by the line, which connects them.

Good point (no pun intended) but you still have the same problem as the point and the plane; they will meet (per se) but they are both made of nothing so what is there to actually meet?

SpssGood point (no pun intended) but you still have the same problem as the point and the plane; they will meet (per se) but they are both made of nothing so what is there to actually meet?

Or better said, what is there to stop them from simply passing through eachother?

shreddinthegnarrOh, I haven't taken that. Well nevermind then

Lol. Are you a underclassmen?

Did you know that a circle of infinite size is a line.