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what 4 turns can put a figure in its original positions

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16y ago

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How do i describe how four turns can put a figure back in its original position?

To describe how four turns can return a figure to its original position, you can explain that each turn represents a rotation around a central point, typically 90 degrees. When you rotate a figure four times by 90 degrees, the total rotation amounts to 360 degrees, which is a full circle. Thus, after four turns, the figure aligns perfectly with its initial orientation, effectively returning it to its original position. This concept can be visualized easily with shapes like squares or circles.


How four turns can put a figure in it's original position?

By turning an object, or figure each time, or 90 degrees, four times, you would have turned that object 360 degrees. 360 degrees = one full evolution or full circle.


If a bear walks one mile south turns left and walks one mile to the east and then turns left again and walks one mile north and arrives at its original position what is the color of the bear?

White. It is a pollar bear as he walks it make a triangle shape in the sphere (Planet) making him go back to the original position


What is a figure turns about a fixed center of?

rotation


How do you turn your girlfiend on?

Usully making out turns a girl on. Its always good to figure out what turns them on though


What is the highest number of turns in a figure skating jump that a man has done in competition?

Four Turns


A figure that turns around a fixed point?

lilo


What type of transformation turns a figure about a point?

A rotation


What happends to a figure that is 90 degrease rotated counterclockwise?

When a figure is rotated 90 degrees counterclockwise around a point, each point of the figure moves to a new position based on its coordinates. For a point (x, y), the new coordinates after the rotation will be (-y, x). This transformation effectively turns the figure to the left, maintaining its shape and size while altering its orientation.


What is the angle through which the figure turns?

The angle through which a figure turns is typically measured in degrees or radians, representing the amount of rotation around a point. For example, a full rotation is 360 degrees or (2\pi) radians. The specific angle can be determined by the difference between the initial and final positions of the figure. If the figure turns clockwise, the angle is considered positive, while counterclockwise turns are often considered negative.


A transformation in which a figure turns around a point?

rotation (i think)


A transformation that turns a figure about a point?

hi my name is bill