Multiple Transformations clone
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Last updated over 7 years ago
5 questions
1
Find the coordinates of the vertices of each image. Type your new coordinates using double prime notation.
ΔRST with vertices R(-3,3), S(2, 4), and T(1,2) under the translation,
followed by a rotation of 180 degrees.
Find the coordinates of the vertices of each image. Type your new coordinates using double prime notation.
ΔRST with vertices R(-3,3), S(2, 4), and T(1,2) under the translation,
followed by a rotation of 180 degrees.
1
Find the coordinates of the vertices of each image. Type your new coordinates using double prime notation.
ΔTRY if T(1, 2), R(4, 4) and Y(2, -3) reflected in the x-axis then the y-axis.
Find the coordinates of the vertices of each image. Type your new coordinates using double prime notation.
ΔTRY if T(1, 2), R(4, 4) and Y(2, -3) reflected in the x-axis then the y-axis.
1
Find the coordinates of the vertices of each image. Type your new coordinates using double prime notation.
ΔUVW with vertices U(-2, 2), V(-1, -2), and W(-4, 1) under the translation
followed by a rotation of 90 degrees clockwise.
Find the coordinates of the vertices of each image. Type your new coordinates using double prime notation.
ΔUVW with vertices U(-2, 2), V(-1, -2), and W(-4, 1) under the translation
followed by a rotation of 90 degrees clockwise.
1
Find the coordinates of the vertices of each image. Type your new coordinates using double prime notation.
ΔPQR if P(1, 2), Q(4, 4) and R(2, -3) reflected in y = x then in the
x = -1.
Find the coordinates of the vertices of each image. Type your new coordinates using double prime notation.
ΔPQR if P(1, 2), Q(4, 4) and R(2, -3) reflected in y = x then in the
x = -1.
1