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| Question 1 | |
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| Line AB is reflected across the y-axis. Find its new coordinates. | |
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| A. | A(−4,18) & B(−4,12) | B. | A(4,18) & B(−4,12) | |
| C. | A(−4,18) & B(4,12) | D. | A(4,18) & B(4,12) | |
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| Question 2 | |
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| Square HIJK is reflected across the y-axis. Find the new coordinates for point I. | |
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| A. | (−6,8) | B. | (6,8) | |
| C. | (6,−8) | D. | (1,8) | |
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| Question 3 | |
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| Square HIJK is translated 5 points to the right and 5 points to down. Find the new coordinates for point H and J. | |
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| A. | H(6,3) & J(11,3) | B. | H(6,3) & J(11,−2) | |
| C. | H(1,8) & J(6,3) | D. | H(6,11) & & J(11,3) | |
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| Question 4 | |
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| Line CD is reflected across the x-axis. Find new coordinates of the line CD. | |
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| A. | C(−17,−6) & D(−9,−9) | B. | C(17,6) & D(9,9) | |
| C. | C(−17,6) & D(−9,9) | D. | C(−17,6) & D(9,9) | |
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| Question 5 | |
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| Circle with center G is reflected across the x-axis. Find new coordinates for the center G. | |
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| A. | (−6,6) | B. | (−3,−3) | |
| C. | (3,−3) | D. | (−3,3) | |
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| Question 6 | |
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| Circle with center G is reflected across the y-axis and then reflected again across x-axis. In which quadrant will it reside now? | |
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| A. | Fourth | B. | Third | |
| C. | Second | D. | First | |
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| Question 7 | |
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| Triangle LMN is reflected across the x-axis. What is the distance from the new coordinates of N to the old coordinates of N? | |
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| A. | 6 units | B. | 10 units | |
| C. | 12 units | D. | 4 units | |
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| Question 8 | |
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| Line EF is reflected across th y-axis and then translated 4 point to the left. Find new coordinates of point E. | |
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| A. | E(−16,9) & F(−8,9) | B. | E(16,−9) & F(8,−9) | |
| C. | E(16,9) & F(8,9) | D. | E(−16,−9) & F(−8,−9) | |
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| Question 9 | |
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| Rectangle OPQR is reflected across the y-axis. Find new coordinates of all for points of the rectangle. | |
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| A. | O(4,−12), P(4,−17), Q(4,−12), R(4,−17) | B. | O(−4,−12), P(4,−12), Q(4,−17), R(−4,−17) | |
| C. | O(4,−12), P(−4,−12), Q(−4,−17), R(4,−17) | D. | O(−4,−12), P(−4,−17), Q(−4,−12), R(−4,−17) | |
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| Question 10 | |
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| Rectangle OPQR is translated 2 points to the right and 15 points up. Find the new coordinates of the rectangle. | |
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| A. | O(−4,−2), P(4,−2), Q(4,−7), R(−4,−7) | B. | O(−5,7), P(6,7), Q(6,−2), R(−5,−2) | |
| C. | O(−6,−17), P(6,−17), Q(6,−12), R(−6,−12) | D. | O(−2,3), P(6,3), Q(6,−2), R(−2,−2) | |
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