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Preview of Linear Functions - Identifying Linear Transformations from Equations Task Cards

Linear Functions - Identifying Linear Transformations from Equations Task Cards

Created by
MATH SQUARE
Linear transformations between equations. This packet contains 20 practice task cards. Student are to describe linear transformations between linear equations in slope-intercept form with check boxes and fill in the blanks and answer key is included. Notations include: y = mx + b, f(x) = mx + b, and g(x) = mx + b
Preview of Sequences of Transformations Guided Notes and Video Link

Sequences of Transformations Guided Notes and Video Link

Guided notes (in PDF form) and bonus video lecture link for function notation of transformations, sequences of transformations, definition of congruence in terms of rigid motions, and rotational symmetry and lines of symmetry. The notes are designed for students to use digitally using free PDF editing applications such as Kami, but they may also be printed. The notes are color coded - students complete any yellow sections from the video examples and students complete any green sections independ
Preview of Linear Functions - Identifying Linear Transformations from Equations Notes

Linear Functions - Identifying Linear Transformations from Equations Notes

Created by
MATH SQUARE
This packet contains three different foldable mini booklets showing students how to find transformations between linear equations and transformations from linear parent function in f(x) notation. Transformations include: vertical and horizontal stretch/compress, vertical and horizontal shift, and reflection across x and y-axis. Booklet 1: How to find transformations between two linear equations in slope intercept form, y=mx + b. Booklet 2: How to find transformations from linear parent functi
Preview of Vector Translations and Transformations - Picture Puzzle

Vector Translations and Transformations - Picture Puzzle

Created by
Ian Finnesey
This is a worksheet where students perform transformations on lines and shapes using column vectors and simple transformation rules, in order to make a picture. There is one enlargement (well, the reverse), two mirrors, two rotations, and a whole bunch of translations. This was made for an IGCSE class, but this stuff might be contained within a geometry or Precalculus class as well. Could also just be a puzzle for a kid who likes puzzles. Can also function as a quiz if you've got a unit cov
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