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You can find lines of symmetry without tracing but tracing helps you get a better picture of it.

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Trace the figure.then draw all lines of symmetry

Q: How does tracing a figure help you find lines of symmetry?

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i dont know man

radial symmetry, i am trying to find the reason now!

because a heart has a outer angle inner angle

true

The difference between interior lines and exterior lines are thatInterior lines: Are the lines that are in the inside of the shape or whatever you are trying to find the interior of.Exterior Lines: Are the lines that are outside of the shape or whatever you are trying to find the exterior of.

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You can flip the traced version along various lines. If the flipped shape matches the original then the that is a line of symmetry. Alternatively, if you can find a fold such that the two halves of the tracing match then the fold line is a line of symmetry.

Trace the figure. Then turn the tracing paper over so that the pencil marks are on the opposite side of the paper. If you can find a position in which the original figure and the inverted trace match up, you have a line of symmetry.

A square has 4 lines of symmetry.

by tracing the lines to the side of the bar and adding the lines.

You can find many lines of symmetry in nature.

you mean like this kind of design 101

The answer will depend on the figure, the type(s) of symmetry and what information about is is given.

There are an infinite number of lines of symmetry in a circle, as any diameter will be a line of symmetry and there are an infinite number of angle measure for that line to pass through.

The relationship is one of identity. The number of lines of symmetry for any object, are always identically equal to the number of lines of symmetry for that same object.The relationship is one of identity. The number of lines of symmetry for any object, are always identically equal to the number of lines of symmetry for that same object.The relationship is one of identity. The number of lines of symmetry for any object, are always identically equal to the number of lines of symmetry for that same object.The relationship is one of identity. The number of lines of symmetry for any object, are always identically equal to the number of lines of symmetry for that same object.

A matchbox is rectangular in shape. A rectangle has 2 lines of rotational symmetery. So, a matchbox has 2 lines of rotational symmetry.

An equilateral triangle has 3 lines of symmetry which perpendicularly bisects each of its vertices

As many as you find :P