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What shape do you need to put with octagons to form a tiling pattern?
Wiki User
∙ 9y ago
Assuming regular octagons, squares.
Wiki User
∙ 9y ago
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What is a 2 dimensional shape that can be folded to form a 3 dimesional shape?
Any 2-dimensional shape can be folded to form a 3-d shape. For example, any work of origami.
What shape can you make with two squares that is not a rectangle?
If the squares can be placed on top of one another, they could form a shape with from 6 to 16 sides.If the squares can be placed on top of one another, they could form a shape with from 6 to 16 sides.If the squares can be placed on top of one another, they could form a shape with from 6 to 16 sides.If the squares can be placed on top of one another, they could form a shape with from 6 to 16 sides.
Which of these is not an example of geometric shape or form?
leaf
Is your head round?
Nobody's head is perfectly round. It is a free-form shape. Everybody's is a different shape.
What are the next three numbrers in this pattern 591317?
A single number, such as 591317, does not form a pattern.
Can a hexagon form a tiling pattern?
yes
Is a octagon a countable noun?
Yes, the noun 'octagon' is a countable noun, the plural form is octagons.Examples:An umbrella is a common form of an octagon. (singular)The pattern is a series of octagons in traditional colors. (plural)
What is a star group that appears to form a pattern?
Star groups which appear to form a pattern or shape are called constellations. Sometimes it's hard to imagine the shape!
Which would have most likely stopped mendel from finding a pattern in his reults?
If seed shape did not have a clearly dominant form.
How do crystals form patterns?
It's the same shape repeated. That's the definition of a pattern.
What shape should the repair boundaries form?
square or rectangular and in line with the jointing pattern
What are the 7 elemnts of visual art?
They are:LineShapeFormValueTextureColorSpace
What would have stopped Mendel from finding a pattern in his experiments?
If seed shape did not have a clearly recessive form
What would stopped Mendel from finding a pattern in his results?
If seed shape did not have a clearly dominant form. If seed color and shape were located on the same chromosome
What would have most stopped Mendel from finding a pattern in his results?
If seed shape did not have a clearly recessive form
What would most likely stop Mendel from a pattern in his results?
If seed shape did not have a clearly recessive form
Why can any shape tessellate?
Not all shapes can tessellate. For example a pentagon will not tessellate. Only those shapes where the angles of the vertices which meet sum to 360° (a full turn) will tessellate. For example, with a regular hexagon, each angle is 120° and when three come together they form 3×120° = 360° and so will tessellate, but with an octagon, each angle is 135°; two such angles form 2×135° = 270°, but three such angles form 3×135° = 405° - two octagons will lay together with a gap, but three octagons will overlap: they cannot tessellate; however, 360° - 270° = 90° which is the angle of a square, so octagons together with squares will tessellate.
