Question
Given is the polynomial f of xx^2+ px+q, where p,q are arbitrary real numbers. The zeros of a function d of x are defined as the values x0 for which f of x0 is 0. For which values of fx does it have a zero?
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Answer to a math question Given is the polynomial f of xx^2+ px+q, where p,q are arbitrary real numbers. The zeros of a function d of x are defined as the values x0 for which f of x0 is 0. For which values of fx does it have a zero?
Corbin
4.6108 Answers
1. Gegeben ist die quadratische Funktion f(x) = x^2 + px + q
2. Die Nullstellen einer Funktion finden wir, indem wirf(x) = 0 x^2 + px + q = 0
3. Die quadratische Gleichung hat reale LΓΆsungen, wenn die Diskriminante\Delta = p^2 - 4q \geq 0
4. Daher existieren reelle Nullstellen der Funktionf(x) x p^2 - 4q \geq 0
2. Die Nullstellen einer Funktion finden wir, indem wir
3. Die quadratische Gleichung hat reale LΓΆsungen, wenn die Diskriminante
4. Daher existieren reelle Nullstellen der Funktion
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