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Two-Dimensional Figueres with Line Symmetry

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    AZ 4.G.A.3
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  • Line symmetry is:
    a line segment that connects two vertices of a figure.
    a line across a figure where the figure can be folded.
    a two-dimensional figure has line symmetry if it is folded.
    a two-dimensional figure is symmetrical if it has one.
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  • Line symmetry is also called reflection symmetry or __________.
    mirror symmetry
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  • The line that divides a figure into matching halves is called a __________.
    symmetrical
    mirror symmetry
    line symmetry
    diagonal line
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  • A figure can have more than one line of symmetry.
    False
    True
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  • A line of symmetry does not only have to be horizontal (↔) or vertical (↨). It can also be diagonal.
    True
    False
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  • A _____________ is a line segment that connects two vertices of a figure and is inside the figure.
    line symmetry
    diagonal
    symmetry
    slanted
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  • If a figure has one or more lines of symmetry, then it is _____________.
    line of symmetry
    diagonal
    symmetrical
    slanted
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  • Which letter is symmetrical?
    P
    F
    G
    E
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  • Which letter is asymmetrical?
    E
    P
    B
    O
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  • Asymmetrical figures have a line of symmetry.
    True
    False
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  • The figueres shown are all asymmetrical figueres.
    True
    False
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  • A rectangle has two lines of symmetry.
    True
    False
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  • A triangle can have 0, 1, or 3 lines of symmetry.
    False
    True
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  • Which triangle has no line of symmetry?
    equilateral
    isosceles
    scalene
  •  20
  • The equilateral triangle has ______ lines of symmetry.
    2
    1
    3
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  • The equilateral triangle has ______ equal sides.
    1
    2
    3
  •  5