Math problem...

Goober Mcfly

Retired. -ish
Oct 26, 2001
10,123
14
38
NE
Could one of you math wizards explain how this works to me?

Code:
         x=y
        xx=xy
     xx-yy=xy-yy
(x+y)(x-y)=(x-y)y
       x+y=y

let x=y=1

2=1
 
If x = y the first four arguments are valid. The fifth can never be valid excepting the trivial solution, as it violates the law of identity.

Goober Mcfly said:
Could one of you math wizards explain how this works to me?

Code:
         x=y
        xx=xy
     xx-yy=xy-yy
(x+y)(x-y)=(x-y)y
       x+y=y

let x=y=1

2=1
 
M39 is the largest prime number found to date. It is formed from the expansion of (2^13466917)-1 and is 4053946 digits long. It's name M39 designates it as a Mersenne prime, which have the form 2^P -1. This type of prime will always be the largest since there is a particular algorithm which allows for testing of large candidates given the (relatively weak) power of computers at this point in time.
 
Peeping Tom said:
M39 is the largest prime number found to date. It is formed from the expansion of (2^13466917)-1 and is 4053946 digits long. It's name M39 designates it as a Mersenne prime, which have the form 2^P -1. This type of prime will always be the largest since there is a particular algorithm which allows for testing of large candidates given the (relatively weak) power of computers at this point in time.

*cough*

I like pie.

*grins stupidly*
 
Goober Mcfly said:
Could one of you math wizards explain how this works to me?

Code:
         x=y
        xx=xy
     xx-yy=xy-yy
(x+y)(x-y)=(x-y)y
       x+y=y

let x=y=1

2=1

I take it from x+y=y.

x+y=y

x=(y-y)

x=0

Since x=y (from the beginning)

y=0

x+y=y (when both x and y are zero).

Your problem, like every problems in life, is your assumption x=y=1.

The proof is complete ;)
 
Oh Man

Peeping Tom said:
M39 is the largest prime number found to date. It is formed from the expansion of (2^13466917)-1 and is 4053946 digits long. It's name M39 designates it as a Mersenne prime, which have the form 2^P -1. This type of prime will always be the largest since there is a particular algorithm which allows for testing of large candidates given the (relatively weak) power of computers at this point in time.

I've got a slow computer and I don't know the largest prime number! Damn, not a good day.

OTB
 
Your problem is that you assume that x=y=1 from the beginning.
The transfer from line 4 to line 5 is impossible if x=y=0.
(You cannot divide by 0).

David p.
 
I know the answer

The Answer is 42 , the mice told me while I was hitchhiking accross the galaxy
 
I also like pie

Originally posted by Peeping Tom
M39 is the largest prime number found to date. It is formed from the expansion of (2^13466917)-1 and is 4053946 digits long. It's name M39 designates it as a Mersenne prime, which have the form 2^P -1. This type of prime will always be the largest since there is a particular algorithm which allows for testing of large candidates given the (relatively weak) power of computers at this point in time.


Someone is showing off the new Useless Fact of the Day calendar he got for Christmas.
 
Biggest Tits you say:

If an grade eight class has a blond, a brunette and a redhead, who has the biggest tits?

The blond 'cause she's twenty years old.