1) Quadrant II (negative x values and positive y values): x = 2) y = 3) Quadrant

Question

1) Quadrant II (negative x values and positive y values):

x =

2)

y =

3) Quadrant III (negative x values and negative y values):

x =

4)

y =

5) Quadrant IV (positive x values and neagtive y values):

x =

6)

y =

Two mirrors are placed on the positive x- and y-ax Two mirrors are placed on the positive x- and y-axis as shown in the figure above. At the origin the mirrors meet and make an angle of 90?. An object is placed in the first quadrant at a position (x, y) = (3.5, 4.6). Three images of this object form - one in each of the remaining three quadrants. What are the coordinates of these images? 1) Quadrant II (negative x values and positive y values): x = 2) y = 3) Quadrant III (negative x values and negative y values): x = 4) y = 5) Quadrant IV (positive x values and neagtive y values): x = 6) y =

Explanation / Answer

1) Quadrant II (negative x values and positive y values): x = -x = -3.5 2) y = y = 4.6 3) Quadrant III (negative x values and negative y values): x = -x = -3.5 4) y = -y = -4.6 5) Quadrant IV (positive x values and negative y values): x = x = 3.5 6) y = -y = -4.6

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