Answer:
Explanation:
I'm ASSUMING that T means to translate by the ordered pair in (x, y) coordinates, and r means to rotate by the ordered pair (degrees, center of rotation) or mirrored about the given axis
2. T(-1,2) Rx-axis (QRST)
Q (1, 4) translates to (1 - 1, 4 + 2) = (0, 6) then mirrors to (0, -6)
R (3, -1) translates to (3 - 1, -1 + 2) = (2, 1) then mirrors to (2, -1)
S (0, 0) translates to (0 - 1, 0 + 2) = (-1, 2) then mirrors to (-1, -2)
T (-2, 2) translates to (-2 - 1, 2 + 2) = (-3, 4) then mirrors to (-3,-4)
3.Ry-Axis r(180,O) (QRST)
Q (1, 4) mirrors to (-1, 4) rotates to (1, -4)
R (3, -1) mirrors to (-3, -1) rotates to (3, 1)
S (0, 0) mirrors to (0, 0) rotates to (0, 0)
T (-2, 2) mirrors to (2, 2) rotates to (-2, -2)
4.r(90,O) T(-2,-3) (QRST)
Q (1, 4) rotates to (-4, 1) translates to (-6, -2)
R (3, -1) rotates to (1, 3) translates to (-1, 0)
S (0, 0) rotates to (0, 0) translates to (-2, -3)
T (-2, 2) rotates to (-2, -2) translates to (-4, -5)
5. (Ry-axis T(3,0)(QRST)
Q (1, 4) mirrors to (-1, 4) translates to (2, 4)
R (3, -1) mirrors to (-3, -1) translates to (0, -1)
S (0, 0) mirrors to (0, 0) translates to (3, 0)
T (-2, 2) mirrors to (2, 2) translates to (5, 2)