Part a) How can we find the scale factor? OA. Find the length of MP and M'P'. Then, write the ratios of the lengths M'P'/MP. Simplify. OB. The scale factor is always 2. OC. Multiply the coordinates of each vertex by 2. OD. Find the length of M'N' and N'O'. Then, write the ratio of the lengths of M'N/N'O' Simplify.

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter1: Fundamental Concepts Of Algebra
Section: Chapter Questions
Problem 82RE
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Question
01
CO
6
+
ON
✔
Z
=
5
3
10-7
0
N
4
6
CO
O
ILMOP ||015S
8 of
Transcribed Image Text:01 CO 6 + ON ✔ Z = 5 3 10-7 0 N 4 6 CO O ILMOP ||015S 8 of
Part a) How can we find the scale factor?
OA. Find the length of MP and M'P'. Then, write the ratios of the lengths
M'P/MP. Simplify.
OB. The scale factor is always 2.
OC. Multiply the coordinates of each vertex by 2.
OD. Find the length of M'N' and N'O'. Then, write the ratio of the lengths of
M'N'/N'O' Simplify.
Part b) What the scale factor? Write the number only.
scale factor =
Transcribed Image Text:Part a) How can we find the scale factor? OA. Find the length of MP and M'P'. Then, write the ratios of the lengths M'P/MP. Simplify. OB. The scale factor is always 2. OC. Multiply the coordinates of each vertex by 2. OD. Find the length of M'N' and N'O'. Then, write the ratio of the lengths of M'N'/N'O' Simplify. Part b) What the scale factor? Write the number only. scale factor =
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