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Which shape has four sides two adjacent sides are the same length the other two sides are the same length the shape has reflective symmetry?
Wiki User
∙ 11y ago
A kite or arrowhead.
Wiki User
∙ 11y ago
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How do you find the ratio of adjacent sides?
You divide the length of one adjacent side by the length of the other adjacent side.
What 3 capital letters other than O have rotational symmetry but no lines of reflective symmetry?
M w h
Why diagonals are not lines of symmetry in rectangles?
The diagonals of rectangles are rotational lines of symmetry but not reflective. To be reflective lines, folding along the line has to give the same shape on each side.
How do you get adjacent with a given hypotenuse?
Knowing the length of the hypotenuse doesn't tell you the length of either adjacent side. You also need to know at least one other piece of information, like the other side, or an angle.
What are all of the attributes of a square?
There are very many attributes. Some of these are:It is a two-dimensional shape. It has four sides. The sides are of equal length. It has two pairs of parallel sides. It has four vertices. Each vertex is a right angle. It has two diagonals. The diagonals bisect each other. The diagonals meet at right angles. It has rotational symmetry of order four. It has four axes of reflective symmetry. If the sides are of rational length then the diagonals are of irrational length (and conversely).
What shape has two pairs of equal length adjacent to each other?
A kite or arrowhead.
What has two pairs of equal length sides adjacent to each other?
A kite or arrowhead.
What shape has 2 pairs of equal length sides adjacent to each other?
That is a parallelogram.
What is the different between a kite and a parallelogram?
Both shapes have 4 sides, two pairs equal in length. In a parallelogram the equal length sides are opposite each other. In a kite the equal length sides are adjacent.
Which quadrilaterals has 2 pair of equal length sides adjacent to each other?
A kite, a square or a rhombus
Which quadrilateral has two pairs of adjacent edges of the same length and its diagonals cross each other at right angles?
It can be a square or a rhombus
Is there such thing as an irregular hexagon with symmetry?
Yes, a regular hexagon has ALL sides the same length and ALL angles equal. If you flatten it somewhat (like the profile of a lens) then the sides may still have the same length but some angles will be larger than others if opposite angles are the same than there will be symmetry. (there are many other options to retain symmetry in a hexagon this is but one)
