Contour line's measure elevation, there cannot be a space with two different elevations at the same time. For example, a hill can be 1,000 feet tall at the summit but not also 5 ft at its summit (unless you're in some parallel dimension). So no, they never cross.
if the sun turned into a black hole we would be gone in seconds... it wouldn't matter Another answer: The Earth gravitational attraction would remain the same. Sun's gravitational attraction would also remain the same. Why? Because their mass would remain the same.
No. Contour lines connect points of the same elevation
No, the contour interval can vary between different topographic maps based on the scale and detail of the map. Smaller scale maps may have larger contour intervals, while larger scale maps may have smaller contour intervals to show more detailed elevation changes.
Contours
No, elevations of 300' and 350' would not appear on the same contour line isoline on a topographic map. Contour lines represent the same elevation throughout the line, so different elevations would be on different contour lines.
They are almost identical. If the style of contour is the same, i would say yes. IE - Contour GL.
It would remain the same
Contour symbols known as contour lines connect two cities with the same elevation. These lines indicate points on a map that share the same height above sea level.
Planets move about while Stars are, and remain, stationary.
Contour lines connect points with the same what?
Yes it is because they must have the same distance between them to be considered contour
Contour line's measure elevation, there cannot be a space with two different elevations at the same time. For example, a hill can be 1,000 feet tall at the summit but not also 5 ft at its summit (unless you're in some parallel dimension). So no, they never cross.
They are on the same fuse.
Will your budget stay the same or change over time?
Actually, it would remain the same, because proper nouns, such as names, do not translate. They remain the same, no matter the language.
isolines