The line joining the locations of …............... height on a map is called contour line.
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The line joining the locations of the same height on a map is called a contour line.
Explanation:
- A contour line of a function of two variables is a curve along which the function has a constant value, joining points of equal value. It is also known as an isoline, isopleth, or isarithm.
- A contour line for a function of two variables is, more generally speaking, a curve that connects places where the function has the same specific value.
- A contour line, sometimes known as a "contour," connects locations in cartography that are equal in elevation (height) above a specified level, such as mean sea level.
- A topographic map, for example, which displays valleys, hills, and the steepness or softness of slopes, is an example of a map with contour lines.
- The elevation difference between successive contour lines is known as the contour interval in a contour map.
- The function's gradient is always parallel to the contour lines.
- The gradient is considerable and the variation is strong when the lines are near together.
- An extension of a contour line for functions with any number of variables is a level set.
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