Let C = (-2, -1) be the center of dilation. Let X = (1, 1), Y = (3, 0) and Z = (2,5). Our dilation factor is k = 3. (a) Find the following vectors CX, CY, and CZ. (b) Apply the dilation factor to find vectors CK', CY', and CZ'. (c) Find the points X'. Y'. Z’. (d) Show that XYZ ~ X'Y'Z'.
Let C = (-2, -1) be the center of dilation. Let X = (1, 1), Y = (3, 0) and Z = (2,5). Our dilation factor is k = 3. (a) Find the following vectors CX, CY, and CZ. (b) Apply the dilation factor to find vectors CK', CY', and CZ'. (c) Find the points X'. Y'. Z’. (d) Show that XYZ ~ X'Y'Z'.
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter3: Functions And Graphs
Section3.3: Lines
Problem 22E
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- Let C = (-2, -1) be the center of dilation. Let X = (1, 1), Y = (3, 0) and Z = (2,5). Our dilation factor is k = 3.
(a) Find the following
(b) Apply the dilation factor to find vectors CK', CY', and CZ'.
(c) Find the points X'. Y'. Z’.
(d) Show that XYZ ~ X'Y'Z'.
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