Question: Show that if the quadratic polynomial (x) = x 2 + rx + s takes on both positive and negative values, then its minimum value
Show that if the quadratic polynomial ƒ(x) = x2 + rx + s takes on both positive and negative values, then its minimum value occurs at the midpoint between the two roots.
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Let fx x rxs and suppose that f takes on both positive and negative values This will gua... View full answer
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