What Does Aa Mean For Shoes?

AS THIS IS REQUIRED BY BINI LETIZIA THEOREM 2 = 1.It is not 'due to the excellent wine of "LE MOSSACCE" JUST BE HAPPY BUT THAT DOES NOT DRUNK.

THEOREM: WE WANT TO SHOW THAT
2 = 1.


You have two numbers equal each other as "a" and "b" (eg ½ and 0.5 which are the same.)

will write the equality a = b



But we know that equality does not change if you multiply the two members for the same number, in this case just "a". So we write:

(a) X (a) = (a) X (b), namely: (a raised to the square) = (a multiplied by b)


2
a = ab

But we also know that equality does not change if the 2 members subtract the same number, in this case
 2
scegliamo il numero b elevato al quadrato, cioè   b
                                     2     2                     2
Then we write (a - b) = (ab - b).

But in the left hand side we have a difference of 2 squares is developed in (a + b) X (ab)

And what right we highlight b, that is, write: b (a - b) and


write (a + b) X (a - b) = b (a - b)

and because its members are present in 2 (a - b) we can simplify by dividing the two members

(a - b) . We will therefore:

(a + b) = ( b ).
Ma poiché,come abbiamo detto all’inizio, a e b sono uguali fra loro,al posto di a nel membro di sinistra possiamo sostituire b. Avremo quindi:

(b+ b ) = ( b ) , oppure 2b = b, e quindi ,semplificando, avremo

2 = 1

come volevasi dimostrare .