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Search results for Algebra 2:
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Lesson Plan Name |
Grades |
Capturing Conic Sections with Digital Cameras |
9 to 12 |
(0 stars, 2 ratings) This project will help students to make connections between math and the real world by having them identify conic sections in art and architecture in their communities. Students will photograph these examples of circles, ellipses, parabolas, and hyperbolas in the real world with digital cameras and then write the equations for the graphs. |
Gathering Math Myself Lesson |
9 to 12 |
(0 stars, 1 ratings) Students use iPads and the internet to gather their own notes from 3-4 websites, finding 3 examples, and creating 3 practice problems. Teacher will cover the curriculum notes to verify the student notes as well as work through some practice problems. Students will then use the Geometry Book iPad Applicaton from McDougall Littel to work through their assignments and watch tutorials within their current section for more understanding. |
Quadratic Equations in Action |
9 to 12 |
(0 stars, 1 ratings) Students will video and analyze real-life situations that produce a parabolic curve. |
Art and Life: Where Do We Use Art? |
9 to 12 |
(0 stars, 1 ratings) This lesson increases the relevance of not only art classes, but also all academic disciplines by engaging the students to research how art is used in all aspects of their education and their lives. They will create videos that will collect factual information and visual examples that will educate the viewers on how art is used in a variety of settings and how historical people and socities have depended on the coexistence of art and non art subjects. |
Vocabulary Taboo Review |
3 to 12 |
(0 stars, 1 ratings) This lesson is a twist on the card game "Taboo", where people aim to describe a word at the top of the card, but are not allowed to use the "Taboo" words printed on the card in their description. |
Writing Equivalent Expressions |
9 to 12 |
(0 stars, 1 ratings) This involves writing equivalent expressions using area model and exploring difference of squares through an interactive activity. |
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