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Understanding Even, Odd, and Neither Functions: Exploring Transformations

This lesson covers the characteristics of functions: even, odd, and neither, using the function f(x)=x and f(x)=2x²+4 as examples. We'll delve into transformations, including translations such as (x–8, y+2) and (2x+2, y–3). Additionally, we will find the pre-image of points, like (x+12, y–17). Engage in classwork and homework to apply these concepts and solidify your understanding. It's your skills check time—don't worry, we’re here to help you succeed!

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Understanding Even, Odd, and Neither Functions: Exploring Transformations

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  1. Warm up Which one is even, odd, or neither? • f(x) = x • f(x) = 2x2 + 4 odd even neither

  2. Review Homework

  3. You can do this. It’s time for a skills check. Don’t be scared.

  4. Translations

  5. Translate the image by (x – 8, y + 2)

  6. Translate the image by (2x + 2, y – 3)

  7. Find the pre-image(x + 12, y – 17)

  8. ClassworkTransformations as Functions Worksheet

  9. Homework Mirrored Mappings Task Beware: HW ahead

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