proved that 2+2=5
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Step-by-step explanation:
0-0=0-0 (this is jsut a clever statement)
4-4=10-10 (yet another clever manipulation of the previous statement)
2^2-2^2=(5x2)-(5x2) (this is correct since 2^2=4 and 5x2=10)
(2-2)(2+2)=5(2-2) (this also correct since LHS is simply following the equation (a-b)(a+b)=a^2-b^2 while in RHS, 5 is simply being factorised out of the equation, consequently leaving (2-2) in the bracket)
(2-2)(2+2)=5(2-2) (the underlined expressions get cancelled out since they are common to both LHS and RHS)
2+2=5 (Hence proven.)
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