13. Triangle ABC goes through a series of three transformations, resulting in triangle A'B'C'. The three transformations are listed below. • a rotation 180° clockwise about the origin • a reflection over the x-axis • a reflection over the y-axis Triangle ABC has vertex A located at (2, –3). Using the coordinates of this point, explain how the three transformations map vertex A onto vertex A'. Explain your answer.

Elementary Geometry For College Students, 7e
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Author:Alexander, Daniel C.; Koeberlein, Geralyn M.
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13.
Triangle ABC goes through a series of three transformations, resulting in triangle A'B'C'.
The three transformations are listed below.
• a rotation 180° clockwise about the origin
• a reflection over the x-axis
• a reflection over the y-axis
Triangle ABC has vertex A located at (2, –3). Using the coordinates of this point, explain
how the three transformations map vertex A onto vertex A'.
Explain your answer.
DONING:
13
14.
The two equations shown below represent different functions.
3
Function P: y = – + 2
1
Function Q: y = 3*
-x + 2
Identify each function as linear or nonlinear. State a reason why each function is
linear or nonlinear.
Transcribed Image Text:13. Triangle ABC goes through a series of three transformations, resulting in triangle A'B'C'. The three transformations are listed below. • a rotation 180° clockwise about the origin • a reflection over the x-axis • a reflection over the y-axis Triangle ABC has vertex A located at (2, –3). Using the coordinates of this point, explain how the three transformations map vertex A onto vertex A'. Explain your answer. DONING: 13 14. The two equations shown below represent different functions. 3 Function P: y = – + 2 1 Function Q: y = 3* -x + 2 Identify each function as linear or nonlinear. State a reason why each function is linear or nonlinear.
11.
The set of ordered pairs below represents a relation that is a function.
{(-2,8), (4,6), (10,4)}
Which point, when added to the set, would form a relation that is not a function?
А
(0,6)
В
(4, 2)
(-6,8)
D
(-8, 10)
11
12.
The set of ordered pairs below represents a linear function.
{(-2, -3), (0, —2), (2, —1), (х, у)}
What is one other pair of coordinates that could be the missing ordered pair, (x, y),
in this set?
Transcribed Image Text:11. The set of ordered pairs below represents a relation that is a function. {(-2,8), (4,6), (10,4)} Which point, when added to the set, would form a relation that is not a function? А (0,6) В (4, 2) (-6,8) D (-8, 10) 11 12. The set of ordered pairs below represents a linear function. {(-2, -3), (0, —2), (2, —1), (х, у)} What is one other pair of coordinates that could be the missing ordered pair, (x, y), in this set?
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