(a)
To Find: The coordinates of the final image after each set of dilations.
(a)
Answer to Problem 21HP
Explanation of Solution
Given:The
Given:
First scalar factor
Multiply the vertices with the scalar factor
Thus
The coordinates of the image for the scalar factor
Similarly
Second scalar factor
Multiply the vertices with the scalar factor
Thus
The coordinates of the final image is
(b)
To Find: The coordinates of the final image after each set of dilations.
(b)
Answer to Problem 21HP
Explanation of Solution
Given: The triangle has coordinates
Given:
First scalar factor
Multiply the vertices with the scalar factor
Thus
The coordinates of the image for the scalar factor
Similarly
Second scalar factor
Multiply the vertices with the scalar factor
Thus
The coordinates of the final image is
(c)
To Find: The coordinates of the final image after each set of dilations.
(c)
Answer to Problem 21HP
Explanation of Solution
Given: The triangle has coordinates
Given:
First scalar factor
Multiply the vertices with the scalar factor
Thus
The coordinates of the image for the scalar factor
Similarly
Second scalar factor
Multiply the vertices with the scalar factor
Thus
The coordinates of the final image is
(d)
To Find: The coordinates of the final image after each set of dilations.
(d)
Answer to Problem 21HP
Explanation of Solution
Given: The triangle has coordinates
Given:
First scalar factor
Multiply the vertices with the scalar factor
Thus
The coordinates of the image for the scalar factor
Similarly
Second scalar factor
Multiply the vertices with the scalar factor
Thus
The coordinates of the final image is
Chapter 6 Solutions
Pre-Algebra, Student Edition
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