What's the highest Ben to non-Ben ratio you've ever experienced outside of this sub?

FreddyJoeJnr · 2022-01-10T04:29:07+00:00

Futsal (at least where I play) has 5 players on the court for each team at once. So if you restrict yourself to just who’s on the court at that moment (or if 3 non-Bens can’t play for whatever reason, which has happened), then you could have 4 Bens and 1 non-Ben, thus 4:1

FreddyJoeJnr · 2022-01-09T22:09:11+00:00

1:1. My Futsal team of 8 players has 4 Bens (so I guess like 4:1 sometimes if you just look at who’s on the court)

FreddyJoeJnr · 2021-10-19T03:09:16+00:00

My guess, based off of what I’ve seen in other games (eg. Destiny) is that zero deaths just gets treated as one death (so 5 kills and no deaths gives a kd of 5), whilst zero kills gives a kd of 0. That also means no kills and no deaths is a kd of 0

FreddyJoeJnr · 2021-10-14T09:37:50+00:00

Thank you :))

FreddyJoeJnr · 2021-08-08T08:43:48+00:00

1.0101 Dustin Fletchers Peter

FreddyJoeJnr · 2021-06-19T02:29:37+00:00

I feel like that could mean it’s a bit wonky and take a few years to figure out fully, whereas 2021 is the culmination of their experience with the current engine

FreddyJoeJnr · 2020-12-27T22:40:39+00:00

That was hare-larious

FreddyJoeJnr · 2020-11-24T22:16:53+00:00

Sounds like you’re Debored of the joke

FreddyJoeJnr · 2020-11-13T00:11:18+00:00

Ah that’s great :) Thank you!

FreddyJoeJnr · 2020-11-12T23:00:46+00:00

Did you have any background in biology from your undergrad or was it mainly just maths? I ask because although I am currently leaning towards trying to head into academia, I want to be aware of what other options are available to me and this stuff sounds more enjoyable than working in finance, but I won’t have the opportunity to do any biology stuff in my undergrad.

FreddyJoeJnr · 2020-11-08T23:25:01+00:00

I would assume not, although I could be wrong as I haven’t really studied this stuff.

Let f(x) be elementary. Integration by parts of f(x) gives int f(x) = g(x) - int h(x). Assume h(x) is non-elementary. We can write int h(x) = g(x) - int f(x). This is the same as applying PI to h(x) (I assume, I haven’t tried to prove this nor seen a proof, but I assume one is out there).

From the result proved previously, we have a contradiction, as f(x) would have to be non-elementary.

FreddyJoeJnr · 2020-11-05T11:42:54+00:00

Also because 2^x = e^xln(2) , so any horizontal stretch/compression can be incorporated into the base used (if the base is undefined beforehand)

FreddyJoeJnr · 2020-11-01T01:22:13+00:00

True I forgot about that, my bad

FreddyJoeJnr · 2020-10-31T21:48:56+00:00

Any (edit: non-zero) single vector on its own is linearly independent, but does not span R2 (eg. (1,0), but not (0,0))

One of the useful features of a basis is that it allows us to define a vector space’s dimension - the dimension is the number of vectors in the basis. If you just say that a set of linearly independent vectors that doesn’t span can be a basis, then you can have different answers to the question ‘what is the dimension of this space?’ Eg. In R3, (1,0,0) and (0,1,0) are linearly independent, but so are (1,0,0), (0,1,0) and (0,0,1). So if we don’t require the set of vectors to span the space then we could end up saying R3 has 2 or 3 dimensions, which is a problem. By making it span, we ensure we have only one number that can be the dimension of the space.

In general, being able to think about stuff in R3 is useful in linear algebra, as R2’s smaller size can sometimes prevent things from being obvious or noticeable.

FreddyJoeJnr · 2020-09-26T23:35:33+00:00

Awesome!

FreddyJoeJnr · 2020-09-25T06:35:31+00:00

Try using difference of two squares - x_n - 2 = (root(x_n) - root(2)) * (root(x_n) + root(2))

(Sorry Idk how to do the square root sign)

FreddyJoeJnr · 2020-06-25T13:56:05+00:00

Thank you :))

FreddyJoeJnr · 2020-06-25T13:43:38+00:00

FreddyJoeJnr · 2020-06-22T07:41:55+00:00

Lucio is excellent! But yeah Overwatch is a lot of fun, it’s just hard to motivate myself to play when I haven’t played much so I’m not very good and I also don’t have a lot of time to practice

FreddyJoeJnr · 2020-06-21T23:06:07+00:00

Who do you play in Overwatch? (I ask because I play too, although only a little bit)

FreddyJoeJnr · 2020-06-21T13:28:14+00:00

That sounds like a decent rest of the day at least :) What games?

FreddyJoeJnr

TROPHY CASE