Answer Happy

Part 1Describe key features of the graphs of polynomial functions.Demonstrate, with the use of an example, how to use informationfrom the algebraic representation to create a graphicalrepresentation of the polynomial function. Make connections betweena polynomial function given in factored form and the x-interceptsof its graph.Part 2In this activity, you learned how to sketch a graph of a polynomialfunction, yet we finished the sketching process by checking oursolutions using graphing technology. Why then, might it still beuseful to know how to sketch the graph of a polynomial, when thereare so many ways you can use technology to get the result much morequickly? Why do you think you were asked to check your sketchingresults, using graphing technology?
Have a look at the 10 principles of Catholic SocialTeaching. Respond to the following question: How does ChurchTeaching help us or inform us whether to use technology or ourGod-given talents and intuition? [180-Catholic-Teaching-v2.pdf (utoronto.ca) <--- Copy paste this]
Picture of the rubric;
Unit 1: Introduction to Polynomial Functions Activity 3: Graphing Polynomial Functions from a Factored Form Rubric Categories Knowledge/Understanding: make connections between a polynomial function given in factored form and the x-intercepts of its graph. PO1.05. sketch the graph of a polynomial function given in factored form using its key features. PO1.05. Polynomial Functions - Journal Entry Level 1 (50-59%) Level 2 (60 -69%) Makes limited connections between a polynomial function given in factored form and the x- intercepts of its graph. Sketches the graph of a polynomial function given in factored form using its key features with limited accuracy. Makes some connections between a polynomial function given in factored form and the x- intercepts of its graph. Communication: Describes key describe key features of the graphs features of the of polynomial functions. graphs of PO1.03. Sketches the graph of a polynomial function given in factored form using its key features with some accuracy. Level 3 (70-79%) Describes key features of the graphs of polynomial functions with some clarity. Makes considerable connections between a polynomial function given in factored form and the x- intercepts of its graph. Sketches the graph of a polynomial function given in factored form using its key features with considerable accuracy. Level 4 (80-100%) Describes key features of the graphs of polynomial functions with considerable clarity. Describes key features of the graphs of polynomial functions with a high degree of clarity. polynomial functions with limited clarity. Note: A student whose achievement is below Level 1 (50%) has not met the expectations for this assignment or activity. Close Window Makes thorough connections between a polynomial function given in factored form and the x- intercepts of its graph. Sketches the graph of a polynomial function given in factored form using its key features with a high degree of accuracy.