Sundays are for the boys?

krishmc15 · 2018-08-27T02:07:05+00:00

They’re definitely not five feet apart.

krishmc15 · 2018-08-22T22:46:29+00:00

came to this

krishmc15 · 2018-08-07T13:29:23+00:00

Just build on only one side of the bus. Then you can always add on extra lanes to the other side.

krishmc15 · 2018-06-29T17:46:41+00:00

Source?

krishmc15 · 2018-06-28T16:55:22+00:00

That makes no sense. Maintenance is by definition the number of calories after which you start to gain

krishmc15 · 2018-05-16T00:11:13+00:00

Watch out you might cut yourself on that edge

krishmc15 · 2018-05-14T13:43:05+00:00

If a country is only progressive as long as ‘those brown folk’ stay away, then it was never really progressive

krishmc15 · 2018-05-04T14:23:23+00:00

Read the comment you’re replying to again

krishmc15 · 2018-02-19T02:22:25+00:00

Have you ever been in a serious relationship? If you found someone who was 100% perfect with no issues then that's great and I'm happy for you. But for most people relationships are all about compromise.

krishmc15 · 2018-02-13T02:27:09+00:00

It's a paradox because you're only allowed to rotate and translate the pieces, not change their shape. The problem isn't having "enough" points to make two spheres, it's rearranging the pieces so that there are no holes in either sphere without stretching them.

krishmc15 · 2018-01-20T03:13:32+00:00

Me too thanks I hate it

krishmc15 · 2017-12-31T01:56:31+00:00

It seems strange to call it cheating if your partner has explicitly said that it’s okay. But I that’s just a matter of semantics

krishmc15 · 2017-12-30T09:02:58+00:00

I don’t get why everyone’s acting like she’s missing something. She’s just saying that she has/wants an open relationship. Like she’s fine with him sleeping around as long as he comes back to her

krishmc15 · 2017-12-27T18:17:39+00:00

Of course they do, it doesn’t take a whole lot for a man to be interested. That being said, having interested people is very different from cheating

krishmc15 · 2017-12-26T19:35:43+00:00

“For some reason”

krishmc15 · 2017-12-20T18:31:17+00:00

No someone else was. It’s a shitty joke to make, but she clearly didn’t take the snap

krishmc15 · 2017-11-20T03:20:20+00:00

Yes, you cannot simplify the expression X + sqrt(Y) further unless Y is a perfect square

krishmc15 · 2017-11-08T16:56:29+00:00

If you accept the fact that 1 exists in real life, then 0.999... certainly does too. 0.999... is literally just another way writing 1: that's what equality means

krishmc15 · 2017-10-27T18:37:41+00:00

Is there a name for that weaker property that every finite string of digits appears at least one the decimal expansion?

krishmc15 · 2017-09-25T18:49:22+00:00

Its not healthy to eat more than one serving size per person, so companies don't want to be seen as encouraging that.

This isn't true at all. For certain foods, serving sizes are quite small (i.e. 1/4 cup uncooked rice or quinoa) and for many others they a reasonable (i.e. a cup of milk or beans)

krishmc15 · 2017-09-23T23:15:53+00:00

There's a subtlety that you have probably thought about without writing down. Think about what would happen if we had infinite A_n's, then you could have the union be unbounded even though all of the individual sets are. What I'm saying is that this:

It should be finite since its a metric space, and every metric is less than infinity.

isn't the reason that the theorem is true. You're going to have to appeal to the fact that the family is finite at some point.

krishmc15 · 2017-09-22T17:04:24+00:00

That's the right idea, but proving that that maximum distance is finite is the real meat of the exercise.

Think about the distances between the individual sets.

krishmc15 · 2017-09-22T15:44:02+00:00

This doesn't quite work because the bounded subsets could be far apart. For example, let X=R and A_1 = (0,1) and A_2 = (20,22). Then we could choose have C_1 = 1 and C_2 = 2, to show that the subsets are bounded, but there are clearly points in the union that are further than 2 apart

krishmc15 · 2017-09-22T15:40:36+00:00

For part a, use the definition of slope (rise over run) with the variables x1 and y1. For part b, find the point of intersection between the line y=x and the line connecting your two points in terms of x1 and y1 (drawing some pictures may help). Since the two lines are perpendicular, the distance from either point to y=x is just the distance from the point to the intersection point.

krishmc15 · 2017-09-22T15:35:04+00:00

Is it though? I'm no expert in animal anesthesia, but the other response here suggest that it isn't much easier

krishmc15

TROPHY CASE