\( x(v-(p+\lambda(x(1+\gamma)+u))) \)
\(= x(v-(p+\lambda(x+x\gamma+u))) \)
\(= x(v-(p+\lambda x+\lambda x\gamma+\lambda u)) \)
\(= x(v-p-\lambda x-\lambda x\gamma-\lambda u) \)
\(= x v-x p-\lambda x^2-\lambda x^2\gamma-x \lambda u \)
\(\neq x(v-p)-\lambda x^2-\lambda x^2 \gamma \)
("Profs Lösung", wobei der letzte Subtrahend vergessen ging)