Sunday, October 25, 2009

X Factor

What is the product of the following series?

(x-a)x(x-b)x(x-c)x(x-d)....(x-z)

-Knightmare

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14 Comments:

Anonymous Anonymous said...

42!

October 25, 2009 11:30 PM  
Anonymous Wizard of Oz said...

x^26 - (a+b+c+...+z)x^25 + a whole heap of other stuff + a*b*c*...*z

October 26, 2009 12:49 AM  
Anonymous Strongester said...

0

October 26, 2009 2:08 AM  
Anonymous Anonymous said...

it is 0:
eventually you get (x-x) which is 0, if you times anything by 0 the answer is 0

October 26, 2009 4:20 AM  
Anonymous Heather said...

I agree.. The answer is 0.

October 26, 2009 7:27 AM  
Blogger Ragknot said...

I would agree that as soon as (x-x) appears the result would go to zero... If indeed the "(x-a)x("
really means "(x-a)*(".

To use x as both a variable and a times symbol in the same equation is terribly confusing.

October 26, 2009 8:55 AM  
Anonymous Anonymous said...

whether x is the variable x of * it wudnt matter, the answer is still 0

October 26, 2009 9:51 AM  
Anonymous Anonymous said...

whether x is the variable x of * it wudnt matter, the answer is still 0

October 26, 2009 9:51 AM  
Anonymous Knightmare said...

yes... the answer is 0
i won't use x as times symbol again
sorry Ragknot-didn't meam to confuse you(or did i?)

October 26, 2009 8:28 PM  
Blogger Ragknot said...

Knightmare

It only confused me for a second. I was trying to figure out if it was a trick.

But I didn't figure it out. I was only agreeing with someone else who mentioned it first. The 3rd comment.

October 26, 2009 9:09 PM  
Blogger meaghan said...

x(x-e)x(x-f)x(x-g)x(x-h)x(x-i)x(x-j)x(x-k)x(x-l)x(x-m)x(x-n)x(x-o)x(x-p)x(xq)x(x-r)x(x-s)x(x-t)x(x-u)x(x-v)x(x-w)x(x-x)x(x-y)

and that is what is missing

November 14, 2009 11:28 AM  
Blogger meaghan said...

the aswer is 0 because anything times 0 = 0

November 14, 2009 11:31 AM  
Anonymous Anonymous said...

x-factor? hmmm....
well i'd have to brush up on my comics but im pretty sure that x-men comes first

November 15, 2009 6:00 PM  
Blogger avel said...

it is 0

November 25, 2009 4:48 PM  

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