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Scan day: 03 February 2014 UTC
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Description: Mathematics online learning resource for students of secondary schools, high schools, colleges and universities.
Insight into the polynomial function, Polynomial function has its initial position at the origin of the coordinate system Publisher of books and software in mathematics and computer science Functions, Differential and Integral Calculus
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| Page title: | Insight into the polynomial function, Polynomial function has its initial position at the origin of the coordinate system |
| Keywords: | insight into the polynomial function, polynomial function has its initial position at the origin of the coordinate system, polynomial written in general form represents translation of its source or original function, polynomial missing second term represents a source polynomial function whose graph is translated in the direction of the y-axis, coefficients of the source polynomial function are related to corresponding value of the derivative of the given polynomial at x0, coefficients of the source polynomial function define the value and the direction of the vertical translation of successive derivatives of given polynomial, the source cubic function |
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| IP-address: | 195.29.166.228 |
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| Date | expires: 20140714 |