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A parallelogram has no line of symmetry. This is because the shape of a parallelogram is such that it cannot be divided into two identical halves in any manner. The symmetry of a Scalene Triangle. A scalene no line of symmetry. This is because a triangle is said to be scalene if none of its two sides is equal.

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Line symmetry. The dotted line down the middle of the letter A is called a mirror line because if you place a mirror along it,. A parallelogram has no lines of symmetry. Question 7.

### geometry In the figure, ABCD is a parallelogram. Mathematics

Special cases Rectangle - A parallelogram with four angles of equal size (right angles). Rhombus - A parallelogram with four sides of equal length. Any parallelogram that is neither a rectangle nor a rhombus was traditionally called a rhomboid but this term is not used in modern mathematics. [1]

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Definition: A parallelogram is a special kind of quadrilateral (a closed four-sided figure) where opposite sides are parallel to each other and have equal length. Furthermore, the interior opposite angles in any parallelogram have equal value.

### Parallelogram Lines of Symmetry Explained! — Mashup Math

Symmetry examples. Lots of shapes have lines of symmetry, but some shapes have more than others. For example, a square has four lines of symmetry (one horizontal, one vertical, and two diagonal). On the other hand, some shapes have no lines of symmetry. For example, a circle and oval both have no lines of symmetry, because they're symmetrical.

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Here's another line of symmetry, here's another line of symmetry, here's one more line of symmetry and so it has quite a few. It has it looks like one, two, three, four lines of symmetry, but as long as it has one, it is symmetrical. So of the shapes we were given, the rectangle and the pentagon were symmetrical.

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Explains line symmetry and rotational symmetry. The definition of a parallelogram is explained, enabling students to debate the statement ' parallelograms ha.

### how many lines of symmetry does a parallelogram has ? Brainly.in

Line of symmetry in a parallelogram, in basic terms, are the lines that divide the parallelogram into two identical sections or you can also say that a line of symmetry is an axis or imaginary line that can travel through the centre of a shape, facing any direction, in such a way that when sliced into two equal halves, it depicts mirror copies.

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We can say that a line of symmetry is an axis or imaginary line that can pass through the centre of a shape, facing in any direction, in such a manner that it represents mirror images of each other when cut into two equal halves for example if we cut a square or rectangle, it will have a line of symmetry because at least one imaginary line can b.

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A parallelogram has no lines of symmetry because there is no line that can divide it such that the two halves will be mirror images. Even though the two halves would have the exact same shape, to be a line of symmetry, reflecting one half across the line must cause the half to perfectly overlap the other half. For a paralellogram, we would have.

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In simple words, the parallelogram lines of symmetry refer to the lines which cut the parallelogram into two identical parts. To recall, a parallelogram is a quadrilateral (4-sided figure) where the opposite sides are parallel to each other. What are the Lines of Symmetry in Parallelograms?

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Lines of Symmetry - Parallelogram. New Resources. A Parametric Tree; Cryptography and Coordinates; Thin Slice: Special Triangle Theorems (1)

### Parallelogram Lines of Symmetry

Sal checks whether various figure are symmetrical under a 180 degrees rotation. Created by Sal Khan. Questions Tips & Thanks Want to join the conversation? Sort by: Top Voted Ryan Hunter 10 years ago can a shape have line symmetry and not rotational? • ( 45 votes) shoryajain99 10 years ago

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### What is a Parallelogram? (Definition & Properties) //

What are lines of symmetry? Lines of symmetry are straight lines that divide a shape into two equal parts, where one part is an exact reflection or mirror image of the other. In geometry, many 2D shapes have line symmetry. For example, Line symmetry can be seen in nature. For example, Line symmetry can be seen in art. For example,

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Lines of Symmetry in a Parallelogram Chapter Contents Introduction to Geometry Functions and Graphs 1. Introduction to Functions 2. Functions from Verbal Statements 3. Rectangular Coordinates 4. The Graph of a Function 4a. Domain and Range of a Function 4b. Domain and Range interactive applet 4c. Comparison calculator BMI - BAI 5.