Specifically describe the transformation: ________________________________________ Translations Practice Graph and label with vertices Graph and label quadrilateral with L(-3, -1), I(-1, 4), and P(2, 2) vertices D(2,2), U(4, 1), C(3, -2), and Graph and label the image of under K(0,-1) Graph and label the image of the translation Quadrilateral DUCK when the . Quadrilateral is shifted left 4 and up 3. D’ L’ _____ U’ I’ _____ C’ _____ P’ _____ K’ _____ the rule in vector notation: ________ Write the rule in vector notation: ________ Write the shift using words: Write the rule in algebraic notation: ______________________________ and label quadrilateral with Write the rule mapping the pre-image vertices M(4, 1), A(2, 4), T(0,6), and to the image. H(1,2). Graph and label the image of Quadrilateral MATH when the Quadrilateral is shifted according to Write the rule in vector notation: _______ the vector <-3, -4> Write the rule in algebraic notation: ______________________________ M’ _____ A’ _____ Describe in the shift: T’ _____ H’ _____ Write the rule in algebraic notation: ______________________________
Specifically describe the transformation: ________________________________________ Translations Practice Graph and label with vertices L(-3, -1), I(-1, 4), and P(2, 2) Graph and label the image of under the translation . L’ _____ I’ _____ P’ _____ the rule in vector notation: ________ Write the shift using words: Graph and label quadrilateral with vertices D(2,2), U(4, 1), C(3, -2), and K(0,-1) Graph and label the image of Quadrilateral DUCK when the Quadrilateral is shifted left 4 and up 3. D’ U’ C’ _____ K’ _____ Write the rule in vector notation: ________ Write the rule in algebraic notation: ______________________________ and label quadrilateral with vertices M(4, 1), A(2, 4), T(0,6), and H(1,2). Graph and label the image of Quadrilateral MATH when the Quadrilateral is shifted according to the vector <-3, -4> M’ _____ A’ _____ T’ _____ H’ _____ Write the rule in algebraic notation: ______________________________ Write the rule mapping the pre-image to the image. Write the rule in vector notation: _______ Write the rule in algebraic notation: ______________________________ Describe in the shift:
unit_1_transformations_bundle.docx