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Problem 7_4
Auteur:
angela
7_4
Construct a quartic polynomial with integer coefficients, one of whose roots is
.
7_4 Answer
If
is a root, then
is a root. Also,
and
are roots as well. With 4 roots, we can now construct a quartic polynomial. (
)(
)(
)(
).
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Conway Circle Theorem
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Ontdek materiaal
Circle Theorems: Alternate Segment Theorem
Angle Bisectors
Writing Equations of Parallel Lines (Practice)
Gradient of a Quadratic
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