
Write down the names of a quadrilateral that have two lines of symmetry.
Answer
579k+ views
Hint: You have to understand the line of symmetry , the line of symmetry of a figure means the line about which one part of the figure is a mirror image of the other part. So you have to check which quadrilateral
Complete step-by-step answer:
Possess two line of symmetry
We have to find which quadrilateral possesses two lines of symmetry.
Two lines of symmetry means you have to find two lines about which one part of a quadrilateral is a mirror image of the other part.
In the case of a rectangle here if you draw a vertical line and a horizontal line from the geometric center you will get that one part of the diagram is a mirror image of another part.
You have to draw a line according to the diagram you have, you have to think about how you can draw the line that one part becomes a mirror image of another part.
One thing we should know is that if there is no symmetry then all angles of the quadrilateral will be different and if symmetry is present then angles will be similar according to the symmetric figure.
From the drawn figure we can see the two lines which show that the rectangle is a quadrilateral which has two lines of symmetry.
Note: Whenever you get this type of question the key concept of solving is you have to draw two lines according to the diagram you have such as one part of the diagram becomes a mirror image of another part. If you succeed in drawing that type of line, that means the diagram has a line of symmetry.
Complete step-by-step answer:
Possess two line of symmetry
We have to find which quadrilateral possesses two lines of symmetry.
Two lines of symmetry means you have to find two lines about which one part of a quadrilateral is a mirror image of the other part.
In the case of a rectangle here if you draw a vertical line and a horizontal line from the geometric center you will get that one part of the diagram is a mirror image of another part.
You have to draw a line according to the diagram you have, you have to think about how you can draw the line that one part becomes a mirror image of another part.
One thing we should know is that if there is no symmetry then all angles of the quadrilateral will be different and if symmetry is present then angles will be similar according to the symmetric figure.
From the drawn figure we can see the two lines which show that the rectangle is a quadrilateral which has two lines of symmetry.
Note: Whenever you get this type of question the key concept of solving is you have to draw two lines according to the diagram you have such as one part of the diagram becomes a mirror image of another part. If you succeed in drawing that type of line, that means the diagram has a line of symmetry.
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