Question

1. a right triangle is rotated 270° clockwise around the origin. this is equivalent to: mark only one oval. 90° counterclockwise 180° counterclockwise 270° counterclockwise 90° clockwise 44. rotating a square 360° around its center will: mark only one oval. change its position flip it over a line bring it back to its original position change its size 45. a figure is translated 5 units up and then reflected over the x - axis. which statement is true? mark only one oval. the figure only moved vertically the figure only flipped horizontally the figure changed position and orientation the figure rotated 180°

Explanation:

Step1: Analyze 270 - degree clockwise rotation

A 270 - degree clockwise rotation around the origin is equivalent to a 90 - degree counterclockwise rotation. A full - circle is 360 degrees. Clockwise 270 degrees is the same as 360 - 270=90 degrees counterclockwise.

Step2: Analyze 360 - degree rotation of a square

A 360 - degree rotation around the center of a square brings it back to its original position. A full rotation (360 degrees) of any object around a fixed point returns the object to its initial state.

Step3: Analyze translation and reflection

When a figure is translated 5 units up and then reflected over the x - axis, its position changes (due to translation) and its orientation changes (due to reflection). The translation moves it vertically and the reflection flips it over the x - axis.

Answer:

1. 90° counterclockwise
2. Bring it back to its original position
3. The figure changed position and orientation