Patterns (For the math geeks)

[Fantasticone]

Re: Patterns (For the math geeks)

Thought you were math geeks.

[Doug31]

Re: Patterns (For the math geeks)

It's so hard, I still don't get it. Wouldn't .n/n always equal 1/10? And then 1/(1/10) would always be 10, so it would just be 500*10^n? That doesn't work, but this isn't making sense to me lol.

[Fantasticone]

Re: Patterns (For the math geeks)

Oh **** I added extra brackets or whatever.

500(1/.n/n)^n

There we go.

[brothaice]

Re: Patterns (For the math geeks)

New pattern plz. I would write one, but its more fun figuring out you guys'.

[Fantasticone]

Re: Patterns (For the math geeks)

.0349, .0697, .1046, .1395


Im so evil.

[archbishopjabber]

Re: Patterns (For the math geeks)

X(.0348) + .0001

This one is a bit of a toughy.

1, 2, 15, 44, 95

These numbers are accurate, I checked them and double checked them. Good luck.

[*x_m i c h a e l->]

Re: Patterns (For the math geeks)

This One Would Probobly be really easy to you people:

815, 724, 633, 542,____

[archbishopjabber]

Re: Patterns (For the math geeks)

Yes it is easy: 815 - 91(x-1)

Anyone able to solve mine?

[Doug31]

Re: Patterns (For the math geeks)

No.

[archbishopjabber]

Re: Patterns (For the math geeks)

Alright, 100 credits to whoever can figure out the solution.

[Doug31]

Re: Patterns (For the math geeks)

I dunno, you took the center number of the second difference to be 16, then subtracted 2*the first prime to get the number before that, and added 2*the second prime to get the number after that. Then undifferenced all that to get your way back up to that sequence, then added/subtracted from it to set the first number equal to 1 and did the same to the rest of them numbers? Lol, I bet I'm off by miles.

[Fantasticone]

Re: Patterns (For the math geeks)

Give me time lol.

[Ichiro_Suzuki_desu]

Re: Patterns (For the math geeks)

6n^2-17n+12?

[T0rajir0u]

Re: Patterns (For the math geeks)

0, Infinity, 5, 6, 3, 3, 3, ...

Thread over. (Yes, there is a pattern. No, you will never get it.)

[Doug31]

Re: Patterns (For the math geeks)

Ok, for archbishopjabber's:
.0833~x^4-.1666~x^3+4.9166~x^2-13.833~x+10?