Si ( ( f(x) )^{m}+e^{x} = ( f(x) )^{n} & f(x) >] 0 & d_{x}[f(x)] > 0 ) ==> m( f(x) )^{m} [< n( f(x) )^{n}
m( f(x) )^{(m+(-1))}·d_{x}[f(x)]+e^{x} = n( f(x) )^{(n+(-1))}·d_{x}[f(x)]
m( f(x) )^{(m+(-1))}·d_{x}[f(x)] [< n( f(x) )^{(n+(-1))}·d_{x}[f(x)]
m( f(x) )^{(m+(-1))} [< n( f(x) )^{(n+(-1))}
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