There is a lot going on at the moment - time for a short break. :)
I got this little riddle from a colleague, he told me it's a first semester math student standard.
We start with
a = b
multiplying with a we get
a^2 = ab
substracting b^2
a^2 - b^2 = ab - b^2
this is
(a+b) (a-b) = (a-b) b
now cancelling (a-b)
(a+b) = b
and as a=b (first line!)
a+a = a
hence 2a = a
or 2 = 1
Funny, isn't it :)
Have fun searching for the wrong statement.
4 comments:
hehehe :), Division with zero (a-b) (since a=b) is not allowed...
nkaminakis@gmail.com
Hey Fabian,
I stumbled across your blogg yesterday, and I just want to say that like it a lot.
GrĂ¼sse,
Erik
Hi
I find great guidelines in you blog.
Thanks for make..
since a-b=0
and mutipicative inversive of zero does not exist so you cant cancelled like that.
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