Unit iii was a weird ane for Algebra 2. I wanted to embrace exponential functions correct afterwards linear functions to run across if educational activity y=a+bx genuinely helped my students to graph y=a(b)^x. I also needed to review exponent rules amongst my students earlier nosotros could movement onto quadratic functions, radical functions, or logarithmic functions. And, I also needed to brand certain that my students were company on the distributive property, combining similar terms, as well as factoring earlier nosotros got whatsoever farther into the semester. So, I variety of combined all of these into a hodgepodge Unit 3.
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| Unit iii Table of Contents - I apologize for the fact that this was non up-to-date when I took the picture. Oops... |
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| Exponential Functions Frayer Model |
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| Exponent Rules |
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| Ms. Hagan's Book of Exponent Rules worked thence good amongst my Algebra 1 students that I decided to crusade it out amongst my Algebra ii students. |
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| Parts of a Power as well as Unwritten Exponents |
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| Exponent Rules for Like Bases |
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| Negative as well as Zero Exponents |
You tin ship away read to a greater extent than details almost how I taught exponent rules
in this post.
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| Naming Polynomials Graphic Organizer |
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| Combining Like Terms as well as the Distributive Property Foldable - Outside |
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| Combining Like Terms as well as The Distributive Property Foldable - Inside |
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| Introduction to Factoring Notes |
If/when I always create this again, I volition type upwards the polynomials that are written inward marker. Students volition convey to cutting them out as well as determine if they are the factored version or the distributed version. Students volition gum them inward the appropriate places on the tabular array as well as and thence come upwards up amongst the corresponding version.
I used the same factoring graphic organizers amongst my Algebra ii kiddos that I used amongst my Algebra 1 kids. You tin ship away read to a greater extent than almost
my approach to factoring this twelvemonth here.
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| Factoring Quadratic Trinomials when a=1 |
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| Factoring Quadratic Trinomials when a>1 |
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| Factoring Difference of Squares |
We shut out the unit of measurement amongst an exponential increment as well as decay of skittles lab, only that volition convey to travel about other ship service for about other day!
Files are uploaded
here.
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