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What is a figure has if it can be folded about a line so that its two parts match exactly?
A figure that can be folded about a line so that its two parts match exactly is said to have line symmetry or reflectional symmetry. The line about which it can be folded is called the line of symmetry. Examples of such figures include a butterfly or a heart shape, where one half mirrors the other.
What else can I help you with?
A figure can be folded into two congruent parts that fit on top of each other exactly?
equal symmetry
What kind of shape has if its two parts match exactly when folded along line?
If I understand your question, the shape would be "geometrical"
What is a figure called if it can be folded or reflected so two parts of the figure are congruent?
Symmetric
A figure that can be folded and both parts fit perfectly?
A figure that can be folded so that both parts fit perfectly is known as a symmetrical figure. An example of this is a square or a rectangle, which can be folded along its diagonal or midline, resulting in two identical halves. This property of symmetry allows for perfect alignment when the figure is folded. Other examples include circles and equilateral triangles, which also exhibit this characteristic.
A Figure that can be folded in half and both parts fit perfectly?
symmetric (get it right)
If a figure can be folded along a line so that both parts match perfectly what is it called?
Is a line of symmetry
A figure can be folded into two congruent parts that fit on top of each other exactly?
equal symmetry
What kind of shape has if its two parts match exactly when folded along line?
If I understand your question, the shape would be "geometrical"
What is a figure called if it can be folded or reflected so two parts of the figure are congruent?
Symmetric
A figure that can be folded and both parts fit perfectly?
A figure that can be folded so that both parts fit perfectly is known as a symmetrical figure. An example of this is a square or a rectangle, which can be folded along its diagonal or midline, resulting in two identical halves. This property of symmetry allows for perfect alignment when the figure is folded. Other examples include circles and equilateral triangles, which also exhibit this characteristic.
A Figure that can be folded in half and both parts fit perfectly?
symmetric (get it right)
What is the axis of symmerty?
A line on any plane figure which would divide the figure into two equal parts. These parts when folded over should coincide with one another.
A line that divides a figure into 2 matching parts when it is folded?
A line of symmetry, or axis of symmetry.
When a figure can be folded on a line so that its two parts are congruent?
symmetry? lines of symmetry? something of the sort, i believe..why am i answering this? someone hit me
What is a line that divides a figure into two parts that look exactly the same?
A line of symmetry
What body parts match up as mirror images when they are folded over?
When folded over, the right and left halves of the face, palms, and feet match up as mirror images. This is due to bilateral symmetry in the human body where the right and left sides are essentially mirror images of each other.
What relationship is form by a line of symmetry in the line between opposite points in the symmetry?
A line of symmetry creates a relationship where each point on one side of the line has a corresponding point directly opposite it at an equal distance from the line. This means that the two halves of the shape or figure are mirror images of each other, resulting in congruence. Essentially, the line of symmetry divides the figure into two identical parts that can be folded along the line to match perfectly.
