Create the polar function that creates the graph below. r= [ Select] [Select] (0) [Select] [Select]

Find a basis for the range of the transformation. F:R? → R3 defined by Зх, + 4x21 х, — 2х, 4x1

Draw the image that satisfies the following. Parallelogram EFGH is the output of the transformation as defined below. DEFGH = Ro(OABCD) Draw DEFGH. 2 PENCIL 19 -B 7 THIN -6 33 4 3 BLACK Hut 2 1 STY 8 7 6 5 EL 1 2 #H 1 7 3 + 15 6 -7 NO 1 B 2 4 6 7 8 H D C

1. Let C = (1, 1), D = (3, 3), and Q = (3, 4).  The transformation τ_CD  is a translation from point C to point D. The transformation r_CD  is a reflection across the line (CD) ⃡. a. Find the coordinates of τ_CD (Q). b. Find the coordinates of r_CD (Q). c. Find the coordinates of r_CD∘τ_CD (Q).