The answer depends on whether the rotation is clockwise or anti-clockwise.
For anti-clockwise rotation (the standard direction of rotation),
The simple answer is 60. To fully rotate an object you have to turn it through 360 degrees. One sixth of 360 is 60 and so there's your answer.
Rotating a regular five-sided (or five-bladed) object by 72 degrees will produce a congruent position. (360/5)
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The line segments will have been rotated by 180 degrees.
When an object is rotated 270 degrees clockwise, it effectively turns three-quarters of the way around a pivot point. For example, if you take the letter "L" and rotate it 270 degrees clockwise, it will end up facing downward, resembling a backward "J." This transformation alters the orientation of the object while maintaining its shape and dimensions.
When performing a rotation, you do not need to know the exact coordinates of the center of rotation. All you need is the angle of rotation and the shape or object being rotated.
yea know duhhh.....
It is the axis of symmetry which is a line such that a object that is rotated at right angles to it becomes congruent to its original state before the angle of rotation reaches 360 degrees.
The location of an object in space is referred to as its "position." This can be described using coordinates in a specific reference system, such as Cartesian coordinates, polar coordinates, or spherical coordinates. The position indicates the object's spatial relationship to other objects or reference points.
When an object is rotated along an axis that is perpendicular to the page, it moves from being flat on the page to sticking out of the page.
Orientation reversed typically refers to when the orientation of an object, such as a device screen or image, is flipped upside down or rotated 180 degrees. This can happen intentionally or due to a technical issue.
To rotate an object 90 degrees clockwise, visualize the rotation around a central point or axis. If you're working with coordinates, you can transform the coordinates (x, y) to (y, -x). For a physical object, simply pivot it to the right until it reaches the desired angle. Ensure the center of rotation remains fixed if applicable.
The location of an object is its position.
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position, often specified in terms of coordinates