To translate a point right 2 units and down 3 units, we need to add 2 to the x-coordinate and subtract 3 from the y-coordinate. We apply this to each vertex of triangle STU:
S(-11, 15) → S'(-9, 12)
T(-14, 8) → T'(-12, 5)
U(-8, 8) → U'(-6, 5)
Therefore, the answer is (a) S'(-9, 12), T'(-12, 5), U'(-6, 5).
Triangle STU is translated right 2 units and 3 units down.. What are the coordinates of the vertices?
a. S'(-9, 12), T'(-12, 5), U'(-6, 5)
b. S'(-4, 7), T'(-7, 0), U'(-1, 0)
c. S'(-8, 13), T'(-11, 6), U'(-5, 6)
d. S'(-4, 10), T'(-7, 3), U'(-1, 3)
6 answers
dont trust the bot, i just took the quiz and the first one is wrong. here are the CORRECT answers:
1. S’(−4, 7), T’(−7, 0), U’(−1, 0)
2. 0.5
3. E
4. -1/2
5. C
6. C
7. (–1, –1)
8. Yes; it can be rotated 180° or less and match the original figure.
9. Neither
10. Reflection
1. S’(−4, 7), T’(−7, 0), U’(−1, 0)
2. 0.5
3. E
4. -1/2
5. C
6. C
7. (–1, –1)
8. Yes; it can be rotated 180° or less and match the original figure.
9. Neither
10. Reflection
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kai is correct
yep 100%! :D
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1 answer