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Answered

Which mathematical term cannot be defined for all cases in a system of geometry?

parallel lines

midpoint of a line segment

distance along an arc

diameter of a circle

more than one answer

Verified Answer :

Hagrid

The mathematical terms that cannot be defined for all
cases in a system of geometry are the parallel lines and midpoint of a line
segment. A line is an infinite series of points in a row and it does not occupy
any space. They are also called one dimensional since the direction is in one
dimension. A point has a location but no specific size. It can describe a
location but you can never determine its actual size. Imagine the point at the
end of the previous sentence. And then imagine it getting smaller and smaller
until it disappears. We can only use a dot to represent the point.

yasssqueenL0L

Answer:

1. parallel lines

2. midpoint of a line segment

Step-by-step explanation:

The mathematical terms that cannot be defined for all cases in a system of geometry are:

1. parallel lines and  

2. midpoint of a line segment.

A parallel line cannot be defined as lines do not occupy any space. It is a straight one-dimensional figure with no thickness and it extends infinitely in both directions.

The points also do not have any dimensions like length, area, volume, etc.

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