
Translations, Reflections, Rotations
Quiz by April Law
Feel free to use or edit a copy
includes Teacher and Student dashboards
Measure skillsfrom any curriculum
Measure skills
from any curriculum
Tag the questions with any skills you have. Your dashboard will track each student's mastery of each skill.
With a free account, teachers can
- edit the questions
- save a copy for later
- start a class game
- automatically assign follow-up activities based on students’ scores
- assign as homework
- share a link with colleagues
- print as a bubble sheet
9 questions
Show answers
- Q1Which of the following is not true of a trapezoid that has been reflected across the x-axis?The new trapezoid is the same shape as the original trapezoid.The new trapezoid is the same size as the original trapezoid.The x-coordinates of the new trapezoid are the same as the x-coordinates of the original trapezoid.The new trapezoid is in the same orientation (position) as the original trapezoid.120s
- Q2A translation is a transformation that moves the figure.FalseTrue120s
- Q3A triangle with coordinates (4,2), (0, -3), and (-5, 3) is translated 5 units right and 2 units down. Which of the following represents the algebraic rule for this translation?(5x, 2y)(x - 2, y + 5)(x + 5, y - 2)(x - 5, y - 2)120s
- Q4A rotation is a transformation that flips the figure.TrueFalse120s
- Q5What is the algebraic rule for a reflection across the y -axis?(-x, -y)(-x, y)(x, -y)(-y, x)120s
- Q6Triangle ABC has the following coordinates: A( 5, 3), B (1, 3), C ( 2, -4). What would be the coordinate of B' after a rotation of 180?(-3, 1)(3, -1)(-1, 3)(-1, -3)120s
- Q7A rotation of 180 is the same for both clockwise and counter-clockwise.FalseTrue120s
- Q8A rectangle has the vertices (0, -2), (0, 3), (3, -2), and (3, 3). After a transformation the vertices are now (0,2), (0, 3), (3, 2), and (3, -3). What transformation has occurred?TranslationReflection across the y-axisReflection across the x-axisRotation120s
- Q9Point L has the coordinates (3, -5). What would be the new coordinates after a 90 clockwise rotation?(-5, -3)(-3, 5)(3, -5)(5, 3)120s