a. Find the coordinates of the dilated figure by multiplying each coordinate by 3. A(1, 1) A' _ B(3, 1) → B' C(1, 4) → C' . b. Plot the points on the graph and connect them to form the dilated triangle.
a. Find the coordinates of the dilated figure by multiplying each coordinate by 3. A(1, 1) A' _ B(3, 1) → B' C(1, 4) → C' . b. Plot the points on the graph and connect them to form the dilated triangle.
Mathematics For Machine Technology
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Chapter59: Areas Of Rectangles, Parallelograms, And Trapezoids
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Problem 1A: Trace this line segment two times. On one copy construct a perpendicular bisector of the segment. On...
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Answer 7 a, 7 b please
Transcribed Image Text:7. Answer the questions to dilate AABC by a scale factor of 3, using the origin as the center of
dilation.
12
11
10
7.
C(1, 4)
2.
A(1, 1) 3, 1)
7 89 10 11 12 13 14 15
a Find the coordinates of the dilated figure by multiplying each coordinate by 3.
A(1, 1)-A' L
B(3, 1)-B
C(1, 4)-C
h Plot the points on the graph and connect them to form the dilated triangle
![a. Find the coordinates of the dilated figure by multiplying each coordinate by 3.
A(1, 1) - A' L
B(3, 1) → B' .
C(1, 4) C L
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.
EPIC](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F19c66513-0250-41fc-9196-f3daf2008033%2F86990ccf-5633-4583-a70e-43b3a75fabfe%2F4qg0xfa_processed.jpeg&w=3840&q=75)
Transcribed Image Text:a. Find the coordinates of the dilated figure by multiplying each coordinate by 3.
A(1, 1) - A' L
B(3, 1) → B' .
C(1, 4) C L
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.
EPIC
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