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It has 2 lines of sym

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Q: How many plane lines of symmetry does an equilateral triangular prism?
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How many lines of symmetry does LINES have?

If the question refers to a single completely geometrically straight line of finite length in a plane, then a straight line will have two lines of symmetry. One symmetry line is perpendicular to the line being discussed and one symmetry line coincides with the line being discussed. The symmetry operation here is the one where every point of the figure is flipped perpendicularly across the symmetry line and the object is symmetric if that flipping produced exactly the same set of points. (Said differently, if flipping the set of points through a line produced an exact replica of the original set of points, then the like determining the flip is a symmetry line.) One level of complication occurs if the straight line which is the subject of the symmetry question is an infinitely long straight line. In such a case one symmetry line still coincides with the actual line, but all lines that are perpendicular to the straight line will be lines of symmetry. Thus, an infinitely long straight line has no single point as its "middle" and has an infinitely many symmetry lines consisting of all possible lines perpendicular to the original line.


What plane figure has one horizontal symmetry and one vertical line of symmetry and has rotational symmetry?

A rectangle is a possible candidate, as is an ellipse.


Do tiger have symmetry?

Yes. Tigers have bilateral symmetry. Bilateral symmetry means something has symmetry across one plane (known as the sagittal plane, and directly down the centre of their body), which means one side of their body approximately mirrors the other side.


What symmetry is the quality a design has if it maintains all characteristics when it is rotated about an axis lying in its plane?

Reflectional symmetry


What is a plane triangle?

a plane triangle is a normal triangle, like the isosceles, right angled, equilateral and scalene triangle.

Related questions

How many planes of symmetry on triangular prism?

there are two plane symmetry on triangular prism.


What are symmetry lines?

Lines which lie on the same plane and have the same length are known as symmetry lines


What plane shape has the most lines of symmetry?

It is a circle whose lines of symmetry are infinite


How many lines of rotation of symmetry does a square have?

Rotational symmetry refers to symmetry of the figure when it is rotated about a single point in the same plane. Lines of symmetry apply to reflections. You do not have lines of rotational symmetry.


How many planes of symmetry does an octagonal prism have?

3D shapes don't have lines of symmetry they have plane's of symmetry.


What is an object with 20 equilateral triangular faces called?

Icosahedron is a polyhedron having twenty plane faces.


How many lines of symmetry does a circular cone have?

If it is a right circular cone, it has an infinite number of planes of symmetry. If it is an oblique circular cone, it has one plane of symmetry.


What regular plane figure has the most lines of symmetry?

A circle


How many lines of symmetry does a chicken have?

At a very detailed level, none since it has one asymmetrically located heart. Superficially it has one plane of symmetry and so any one of the infinitely many lines in that plane will be a line of symmetry.


How many plans of symmetry does a triangular prism have?

It could have just one - a plane (not plan!) parallel to its bases and halfway between them.


How many lines divide an animal with bilateral symmetry?

An animal with bilateral symmetry is divided by one line into two equal halves. This line is called the sagittal plane.


How many lines of symmetry does a basketball have?

A basketball has an infinite number of lines of symmetry. This is because a basketball is a perfect sphere, and any plane passing through its center will divide it into two equal halves that are symmetrical. Therefore, there are an infinite number of lines of symmetry that can be drawn on a basketball.