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True or false Usino a straight edge and compass the ancient Greeks were able to construct many geometric objects?
True.
True or false a geometric solid has only length and width?
False
True or false geometric shapes are also amorphous?
The answer is actually false Geometric shapes have definite shapes and the definition of amorphous is to be shapless
To describe a solid in geometry it suffices to have two dimensions.?
The statement is FALSE.
Can a protractor be used to construct congruent angles when creating geometric construction?
false
The only geometric objects which can be defined using the locus of points idea is a straight line circle and angle bisector?
False, other geometric objects exist which can be defined as a parrticular locus of points, such as the parabola and the hyperbola.
To describe a geometric solid it suffices to have two dimensions?
Describing a geometric solid with only two dimensions may not provide a complete representation of its shape and structure. A geometric solid is best described in three dimensions to convey its full volume, surface area, and shape.
Points have height and width but no depth True or false?
False. Points have no dimensions at all. They only have location.
True or false Usino a straight edge and compass the ancient Greeks were able to construct many geometric objects?
True.
True or false a geometric solid has only length and width?
False
True or false geometric shapes are also amorphous?
The answer is actually false Geometric shapes have definite shapes and the definition of amorphous is to be shapless
In crystalline solid the particles are not arranged in a regular pattern true or false why?
False. In a crystalline solid, the particles are arranged in a highly ordered, repeating pattern, which extends in three dimensions. This regular arrangement results in distinct geometric shapes and well-defined edges, giving crystalline solids their characteristic properties, such as sharp melting points and anisotropy. In contrast, amorphous solids lack this long-range order.
True or false all snowflakes are 10-sided geometric figures?
false
False or true because they have a definite size points can overlap and not be equal?
False. Points, by definition, have no size; they are considered to be exact locations in space. Because they do not occupy any physical space, points cannot overlap in the way larger objects can. However, two points can be considered equal if they share the same coordinates.
A geometric solid has only length and width?
False...
A geometric solid has only length and height?
False
A geometric solid may exist in a plane?
FALSE
