a. Find the coordinates of the dilated figure by multiplying each coordinate by 3. A(1, 1) A' 3 3) B(3, 1) B 9 3) C(1, 4) C 3 12) b. Plot the points on the graph and connect them to form the dilated triangle. c. Complete the statements to compare the lengths of AC and A'C" The distance between A and C in the original triangle is units. The distance between A" and C in the dilated triangle is units. A'C IS times as long as AC This [is/is not] the same as the scale factor, 3.

Functions and Change: A Modeling Approach to College Algebra (MindTap Course List)
6th Edition
ISBN:9781337111348
Author:Bruce Crauder, Benny Evans, Alan Noell
Publisher:Bruce Crauder, Benny Evans, Alan Noell
ChapterA: Appendix
SectionA.2: Geometric Constructions
Problem 10P: A soda can has a volume of 25 cubic inches. Let x denote its radius and h its height, both in...
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Answer letter C please
a. Find the coordinates of the dilated figure by multiplying each coordinate by 3.
A(1, 1) A' 3 3)
B(3, 1)B 9 3)
C(1, 4) - C 3 12 )
b. Plot the points on the graph and connect them to form the dilated triangle.
c. Complete the statements to compare the lengths of AC and A'C"
The distance between A and C in the original triangle is
units.
The distance between A' and C in the dilated triangle is
units
A'C
IS
times as long as AC. This [is/is not] the same as the scale factor,
3.
8. Complete the figure to describe similarity transformations. Use these
terms: change, enlarge, one-half, proportional, reduce, twice.
Transcribed Image Text:a. Find the coordinates of the dilated figure by multiplying each coordinate by 3. A(1, 1) A' 3 3) B(3, 1)B 9 3) C(1, 4) - C 3 12 ) b. Plot the points on the graph and connect them to form the dilated triangle. c. Complete the statements to compare the lengths of AC and A'C" The distance between A and C in the original triangle is units. The distance between A' and C in the dilated triangle is units A'C IS times as long as AC. This [is/is not] the same as the scale factor, 3. 8. Complete the figure to describe similarity transformations. Use these terms: change, enlarge, one-half, proportional, reduce, twice.
7. Answer the questions to dilate AABC by a scale factor of 3
dilation.
12
11
10
6.
7.
C(1,4)
A(1, 1) B(3, 1)
12 3 45
6 7 89 10 11 12 13 14 15
a Find the coordinates of the dilated figure by multiplying each c
A(1, 1) - A'(_3
3
B(3, 1) – B'(_9 3
C(1, 4) → C'(_3, 12
b. Plot the points on the graph and connect them to form the dilated
c. Complete the statements to compare the lengths of
AC
and A'C
The distance between A and C in the original triangle
The distance between A'and C'in the dilated triangle
EPIC
Transcribed Image Text:7. Answer the questions to dilate AABC by a scale factor of 3 dilation. 12 11 10 6. 7. C(1,4) A(1, 1) B(3, 1) 12 3 45 6 7 89 10 11 12 13 14 15 a Find the coordinates of the dilated figure by multiplying each c A(1, 1) - A'(_3 3 B(3, 1) – B'(_9 3 C(1, 4) → C'(_3, 12 b. Plot the points on the graph and connect them to form the dilated c. Complete the statements to compare the lengths of AC and A'C The distance between A and C in the original triangle The distance between A'and C'in the dilated triangle EPIC
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