Enthält [b]jeder Summand[/b] eines Funktionsterms [b]die Variable[/b] kann diese [b]ausgeklammert [/b]und so die NST bestimmt werden.[br][br][b]Bsp. 1:[/b][br][math]f\left(x\right)=x^2-4x[/math] Jeder Summand enthält ein x. Das x kann [b]ausgeklammert [/b]werden:[br][math]f\left(x\right)=x^2-4x=x\left(x-4\right)[/math][br]das Produkt [math]x\left(x-4\right)[/math] ist null, wenn einer der Faktoren (also entweder [math]x[/math] oder [math]\left(x-4\right)[/math] null ist.[br]Daher [b]lesen [/b]wir die NST [b]ab[/b]:[br][math]x_1=0[/math], [math]x_2=4[/math][br][br][img]data:image/png;base64,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[/img][br][b][br]Bsp. 2:[/b][br][math]g\left(x\right)=x^3-2x^2[/math] Jeder Summand enthält ein [math]x^2[/math]. Das [math]x^2[/math] kann [b]ausgeklammert [/b]werden:[br][math]f\left(x\right)=x^3-2x^{^2}=x^2\left(x-2\right)[/math][br]das Produkt [math]x^2\left(x-2\right)[/math] ist null, wenn einer der Faktoren (also entweder [math]x^2[/math] oder [math]\left(x-2\right)[/math] null ist.[br]Daher [b]lesen [/b]wir die NST [b]ab[/b]:[br][math]x_1=0[/math], [math]x_2=2[/math][br][br][img]data:image/png;base64,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[/img]