End of Module 2 Review Sheet Name ______
Date ______
Multiple Choice– Choose the correct answer for each question. No partial credit will be given.
- What is the order of magnitude of 319,480?
- 8c. -8
- 6d. -6
- A sequence of transformations was applied to an rectangle in a coordinate plane. The transformations used were rotations, reflections, and translations. Which statement about the resulting figure is true?
- It may be a rectangle, and all the side lengths may differ from the original rectangle.
- It must be a rectangle, but the side lengths may differ from the original rectangle.
- It must be a rectangle with the same side lengths as the original rectangle.
- It may be a rectangle with at least one side the same length as the original rectangle.
- Each year 65,000,000,000 aluminum soda cans are used each year. What is this number correctly written in scientific notation?
- 6.5 x 109
- 6.5 x 1010
- 65 x 109
- 65 x 1011
- What happens to a horizontal line if you rotate it clockwise?
- The image is a horizontal line.
- The image is a vertical line.
- The image line is 180 times long.
- The imgae is a ray that points to the left.
- The weight of a paper clip is 0.0005 kilograms. What is this number correctly written in scientific notation?
- 5.0 x 10-5
- 5.0 x 10-3
- 0.5 x 10-3
- 5.0 x 10-4
- Simplify:
a. c.
b. d.
For problems 7 – 10, using the figure shown, name the relationship between the given pairs of angles.
- Vertical Angles
- Alternate Interior Angles
- Alternate Exterior Angles
- Adjacent Angles
- Corresponding Angles
- Vertical Angles
- Alternate Interior Angles
- Alternate Exterior Angles
- Adjacent Angles
- Corresponding Angles
- Vertical Angles
- Alternate Interior Angles
- Alternate Exterior Angles
- Adjacent Angles
- Corresponding Angles
- Vertical Angles
- Alternate Interior Angles
- Alternate Exterior Angles
- Adjacent Angles
- Corresponding Angles
- A angle is rotated clockwise. What is the measure of the angle in the image?
- c.
- d.
- What happens to a horizontal line if you rotate it clockwise?
- It transforms into a ray, pointing to the left.
- It transforms into a ray, pointing to the right.
- It transforms into vertical line.
- It remains a horizontal line.
- Which sequence of transformations takes triangle A to triangle B?
a)Reflection over the x-axis and translation 2 units down
b)Reflection over the y-axis and translation 2 units down
c)Translation 2 units down and rotation about the origin
d)Translation 12 units down and rotation about the origin
Use the diagram to the right to answer questions 14-15.
Diagram NOT drawn to scale.
14. If m<a = 61° and m<b = 47°, then what is the
measure of <d?
a. not enough information
b. 108°
c. 72°
d. 98°
15. If m<b = 71° and m<d = 102°, then what is the
measure of <a?
a. not enough information
b. 78°
c. 18°
d. 31°
Short Constructed Response – Write the correct answer for each question. No partial credit will be given.
Complete the described transformations.
- Translate the figure 2 units right and 4 units
down. Graph and label the translated triangle
A’B’C’. Write down the coordinates of the new
triangle.
A’______
B’______
C’______
- Rotate the figure 90° clockwise about the origin. Graph and label the rotatedtriangle A’B’C’. Write down the new coordinates for the new triangle.
A’______
B’______
C’______
- Reflect the figure across the x-axis. Graph and label the reflected triangle A’B’C’. Write down the new coordinates for the new triangle.
A’______
B’______
C’______
- Reflect the figure across the y-axis. Graph and label the reflected triangle A’B’C’. Write down the new coordinates for the new triangle.
A’______
B’______
C’______
- Complete the following transformations on the graph supplied. Graph and label the points appropriately for each transformation and write down the new coordinates for each transformation.
- Translate the figure 5 units left and 4 units down.
A’______B’______C’______D’______
- Rotate rectangle A’B’C’D’
counterclockwise about the origin.
A”______
B”______
C”______
D”______
Use the figure above to answer these questions:
a)Explain how triangle ABC was transformed into triangle A’B’C’. ______
b) Explain how triangle A’B’C’ was transformed into triangle A”B”C”. ______
- Use the diagram below to answer the questions that follow. Lines L1 and L2 are parallel lines.
- If , what is the measure of
?____________?______
- What can you say about the relationship between and ?
- Name another pair of angles with this same relationship as and .
- What can you say about the relationship between and ?
- Name another pair of angles with this same relationship as and .
- Name a pair of alternate exterior angles. ______
- Name a pair of corresponding angles. ______