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#16

October 27th, 2005, 10:01 AM

banker

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@Shadow Wizard & @nofriends - I feel honored to be able to post in the same forum with brainiacs such as yourselves!

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RadioactiveFrog agrees: Yeah! Me too !!!!

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Last edited by banker : October 27th, 2005 at 10:02 AM. Reason: changed "&" to "&"...:)

#17

October 27th, 2005, 04:07 PM

nofriends

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Quote:

Originally Posted by banker

@Shadow Wizard & @nofriends - I feel honored to be able to post in the same forum with brainiacs such as yourselves!

LOL

Why do you think I dont have any friends

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#18

October 27th, 2005, 06:55 PM

B-Con

It's :bcon:, not bacon.

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I have a nice formula:

x = (x + y) (x - y) + y²

Try it with real numbers, it's kinda cool.

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#19

October 27th, 2005, 07:44 PM

RadioactiveFrog

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very cool SW and NF, afraid i am pointless for you guys at the mo but when they are back in stock they are yours for having too much time but for creating something cool

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#20

October 27th, 2005, 07:47 PM

RadioactiveFrog

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Quote:

Originally Posted by nofriends

LOL

Why do you think I dont have any friends

you have us !!!

#21

October 28th, 2005, 09:12 AM

banker

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Quote:

Originally Posted by B-Con

I have a nice formula:

x = (x + y) (x - y) + y²

Try it with real numbers, it's kinda cool.

x=4, y=2

4 = (4 + 2)(4 - 2) + (2 * 2)
4 = (6)(2) + (4)
4 = 16 ?

it doesn't come out right.

#22

October 28th, 2005, 11:01 AM

Black&White

Play up Pompey!

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Quote:

Originally Posted by banker

x=4, y=2

4 = (4 + 2)(4 - 2) + (2 * 2)
4 = (6)(2) + (4)
4 = 16 ?

it doesn't come out right.

x=5, y=1
5 = (5 + 1)(5 - 1) + (1 * 1)
5 = (6)(4) + (1)
5 = 25

x = sqrt((x + y) (x - y) + y²)

#23

October 28th, 2005, 05:08 PM

Shadow Wizard

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Quote:

Originally Posted by B-Con

I have a nice formula:

x = (x + y) (x - y) + y²

Try it with real numbers, it's kinda cool.

the final form of that equation is:
x*x-x=0
which is actually:
x*(x-1)=0
which is true only when x is either zero, or one - thus the
graph is two lines. (attached)

sorry bcon, can't see anything special about it...

Attached Images

bcon_formula.GIF (6.2 KB, 125 views)

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#24

October 28th, 2005, 08:44 PM

Shadow Wizard

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however, that formula gave me new direction - here is very cool formula for example:

Code:

sin(y*y)+cos((x+y)*(x+y))-sin(x)=0

it resulted in the attached graph. (10 PPU)

Attached Images

gen_9.GIF (35.4 KB, 88 views)

#25

October 29th, 2005, 12:52 AM

B-Con

It's :bcon:, not bacon.

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Quote:

Originally Posted by Shadow Wizard

Ack, my bad. It should be:

x² = (x + y) (x - y) + y²

ie:
(4 * 4) = (4 + 2) (4 - 2) + (2 * 2)
16 = 6 * 2 + 4
16 = 16

I have no clue how that looks graphically, but it's cool to think about. If you take a number an multiply it by itself, then take a number above that origonal number and multiply it by a number equally less than the origonal number then the product will be the square of the difference between the two numbers and the origonal number less than the origonal number squared.

#26

October 29th, 2005, 03:51 AM

RadioactiveFrog

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Quote:

Originally Posted by Shadow Wizard

however, that formula gave me new direction - here is very cool formula for example:

Code:

sin(y*y)+cos((x+y)*(x+y))-sin(x)=0

it resulted in the attached graph. (10 PPU)

that is cool! can anyone draw a smiley face ??