If the surface can be imagined, then it can be represented. Therefore, the answer to the question is that there is no such surface.
In geometry, points, lines, and planes are considered undefined terms because they serve as the foundational building blocks for the discipline, yet they cannot be precisely defined using other terms. A point represents a specific location with no size, a line is a straight path that extends infinitely in both directions with no thickness, and a plane is a flat, two-dimensional surface that extends infinitely in all directions. These concepts are crucial for constructing more complex geometric ideas and theorems. They are typically described using properties and relationships rather than formal definitions.
Zero cannot be represented in Roman Numerals.
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yep
False
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All surfaces reflect light. However, only the smoothest surfaces reflect all light in one direction. These are shiny and include mirrors and metal. Some surfaces just reflect the light in all directions, which is why you cannot see the reflection.
These number can also be represented on real line.
No. Irrational numbers are those that cannot be represented as a fractions. Any number which repeats could be represented as a fraction.
A vector is a combination of a value and a direction. While values can be divided, directions cannot. Simply no one ever defined a way to divide directions. You could make one up.
Pegasus is a constellation and cannot therefore have a surface.
Almost every number has a Roman Numeral exept that one number - 0. Zero cannot be represented by any Roman Numeral.