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Mathematics - Upper Secondary - yTeach Publisher - Whiteboard presentation - Teaching object - Teaching resource - Presentation of polynomials

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Presentation of polynomials

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Subject

Mathematics

Grade

Upper Secondary

Publisher

yTeach Publisher

Resource types

Whiteboard presentation

Teaching type

Teaching object

Usage

Teaching resource



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Description At the end of this activity, students should be able to:
– recognise polynomials
– determine the degree and coefficients of a polynomial
– calculate the value of a polynomial.
Partner resource
Presentation of polynomials [Class activity]
Consists of...
Sweet pyramids [Animation]
Definition of polynomials [Whiteboard exercise]
Examples of polynomials [Animation]
Examples of polynomials – activity [Whiteboard exercise]
The value of a polynomial [Animation]
Finding the value of the polynomial [Whiteboard exercise]
The value of a polynomial – activity [Whiteboard exercise]
The zeroes of a polynomial [Animation]
Finding the leading coefficient of the polynomial [Whiteboard exercise]
Roots of a polynomial [Whiteboard exercise]
When are two polynomials equal? [Animation]
Coefficients on equal polynomials [Whiteboard exercise]
Equality of polynomials of degree 5 [Whiteboard exercise]
Equality of polynomials of degree 3 [Whiteboard exercise]
Collecting like terms [Animation]
Collecting like terms [Whiteboard exercise]
Collecting like terms and finding equal polynomials [Whiteboard exercise]
Alternative form of a polynomial [Animation]
Expanding brackets [Whiteboard exercise]
Finding coefficients of the polynomial [Whiteboard exercise]
Polynomial defined by points [Animation]
Lagrange interpolation formula [Animation]
Polynomial defined by points – activity [Whiteboard exercise]
The least possible degree of a polynomial defined by points [Whiteboard exercise]
Sum S [Animation]
Jacob Bernoulli's clever trick [Whiteboard exercise]
Relevant to...
Copyright YDP SA
Keywords

root, like, terms, coefficient, polynomial, interpolation, presentation, polynomials, Presentation of polynomials

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