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According to the sample exam for CQI (Certified Quality Inspector) the answer is

discrimination.

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13y ago

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Related Questions

What is The direct distance between two adjacent lines on a scale is the definition of?

Discrimination


What represents the distance in elevation between adjacent lines?

Contour numbers.


What is the minimum resolvable line separation between adjacent lines?

The minimum resolvable line separation between adjacent lines is the smallest distance at which two lines can be distinguished from each other.


What is the name for the elevation difference between two adjacent contour lines?

Contour interval.


What is the name for the elevation difference between adjacent and contour lines?

The name for the elevation difference between adjacent contour lines is the contour interval.


What is the definition of a contour interval?

The definition of a contour interval is the difference in elevation between two consecutive lines.


What is the name for the elevation deference between two adjacent contour lines?

The elevation difference between two adjacent contour lines is called the "contour interval." This interval represents the vertical distance or change in elevation between the lines on a topographic map, helping to illustrate the terrain's slope and relief. A consistent contour interval allows for easier interpretation of the landscape's features.


What is the difference in elevation between two contour lines that are side by side?

The difference in elevation between two contour lines that are side by side is the contour interval. The contour interval is the vertical distance between two adjacent contour lines on a topographic map.


Does perpendicular lines have a constant distance between them?

No but parallel lines have a constant distance between them


What is a contour invert?

The elevation difference between two adjacent lines.


What is Contouring?

the elevation difference between two adjacent contour lines.


What are adjacent lines?

Adjacent lines are any two lines that meet at a common vertex.