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45 questions
Given C(2, 9), under which reflection is C'(2,- 9)?
reflected in the x-axis
reflected in the y-axis
reflected in the line x = 2
reflected in the line y = x
What is the image of (−4, −5) when it is reflected across the line y=x ?
(−4, 5)
(−5, −4)
(4, −5)
(4, 5)
Translate the quadrilateral W(−2, 2), X(−3, 3), Y(−6, 5), Z(−6, 3) using the transformation (x−2, y+4) .
W′(1, 7), X′(0,8), Y′(−3, 10), Z′(−3, 8)
W′(−5, 3), X′(−6, 4), Y′(−9, 6), Z′(−9, 4)
W′(−4, 6), X′(−5, 7), Y′(−8, 9), Z′(−8, 7)
W′(4, 0), X′(3, 1), Y′(0, −3), Z′(0, 1)
When the point (−6, 2) is reflected across the x-axis, what is the resulting image?
(6, 2)
(2, −6)
(−6, −2)
(6, −2)
After a translation, the image of P(−3, 5) is P′(−4, 3) . Identify the image of the point (1, −6) after this same translation.
(4, −1)
(−2, −5)
(7, −8)
(0, −8)
Apply the dilation D to the polygon with the given vertices. Name the coordinates of the image points.
D: (x, y)→(3x, 3y)
J(1, 4), K(6, 4), L(6, 1), M(1, 1)
J′(2, 8), K′(12, 8), L′(12, 2), M′(2,2)
J′(3, 12), K′(18, 12), L′(18, 3), M′(3, 3)
J′(3, 8), K′(18, 8), L′(18, 2), M′ (3, 2)
J′(2, 12), K′(12, 12), L′(12, 3), M′(2, 3)
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