DISCUSS DISCOVER PROVE WRITE 94. DISCOVER ▪ PROVE: Relationship Between Roots and Coefficients The Quadratic Formula gives us the roots of a quadratic equation from its coefficients. We can also obtain the coefficients from the roots. For example, find the roots of the equation x? – 9x + 20 = 0 and show that the product of the roots is the constant term 20 and the sum of the roots is 9, the negative of the coefficient of x. Show that the same

Question

DISCOVER ■ Prove: Relationship Between Roots and
Coefficients The Quadratic Formula gives us the roots of a
quadratic equation from its coefficients. We can also obtain
the coefficients from the roots. For example, find the roots
of the equation x2  9x  20  0 and show that the product
of the roots is the constant term 20 and the sum of the roots is
9, the negative of the coefficient of x. Show that the same

DISCUSS
DISCOVER
PROVE
WRITE
94. DISCOVER ▪ PROVE: Relationship Between Roots and
Coefficients The Quadratic Formula gives us the roots of a
quadratic equation from its coefficients. We can also obtain
the coefficients from the roots. For example, find the roots
of the equation x? – 9x + 20 = 0 and show that the product
of the roots is the constant term 20 and the sum of the roots is
9, the negative of the coefficient of x. Show that the same

Image Transcription

DISCUSS DISCOVER PROVE WRITE 94. DISCOVER ▪ PROVE: Relationship Between Roots and Coefficients The Quadratic Formula gives us the roots of a quadratic equation from its coefficients. We can also obtain the coefficients from the roots. For example, find the roots of the equation x? – 9x + 20 = 0 and show that the product of the roots is the constant term 20 and the sum of the roots is 9, the negative of the coefficient of x. Show that the same

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