- #1
azzaz
- 4
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Hello
I am working on high order polynomials and I have two questions:1. Is there a method other than the one based on the "synthetic division with testing the signs" for identifying the lower and upper limits of the real roots?
2. Is there a way for identifying the smallest interval on the x-axis between two successive real roots, i.e. is there a theorem or test that can provide a limit on the size of the x-interval that separates successive real roots without knowing the roots?
Thank you for your help!
I am working on high order polynomials and I have two questions:1. Is there a method other than the one based on the "synthetic division with testing the signs" for identifying the lower and upper limits of the real roots?
2. Is there a way for identifying the smallest interval on the x-axis between two successive real roots, i.e. is there a theorem or test that can provide a limit on the size of the x-interval that separates successive real roots without knowing the roots?
Thank you for your help!