The boundary points of the integers is simply the integers.
If you have drawn a number line counting in whole numbers, the integers are those whole number points. Any decimal numbers in between are not integers.
To graph all negative integers greater than 8, first clarify that there are no negative integers greater than 8, since all negative integers are less than zero. Therefore, the graph will not have any points or lines representing this set, as it is an empty set. You would simply leave the number line blank in the region corresponding to negative integers.
Non-positive integers are zero and the negative integers.
The set of integers represents the integers.
consecutive integers
There are no boundary points.
Points
Yes.....0 is an element of all integers Integers can be thought of as points on an infinitely long number line
infinity
If you have drawn a number line counting in whole numbers, the integers are those whole number points. Any decimal numbers in between are not integers.
A vertex of a geometric figure is defined as a point where two or more edges meet, making it a boundary point of that figure. However, not all boundary points are vertices; for example, on the edge of a shape, any point along the edge is a boundary point but does not qualify as a vertex unless it specifically represents a corner where edges converge. Thus, while every vertex is a boundary point, the reverse is not true, as boundary points can exist along edges without being vertices.
no, integers are whole numbers and have no decimal points ; 1,2,3 etc. are integers but not 1.8, for example do not have any values after the decimal
Each run is one point. A ball reaching the boundary, but touching the ground on the way, scores four points. If the ball reaches past the boundary, without touching the ground, it scores six points.
Billions are integers and so there will be no decimal points or digits after it.
Points that represent integers are those whose coordinates are whole numbers, meaning they can be positive, negative, or zero. In a two-dimensional Cartesian coordinate system, for example, a point (x, y) represents an integer if both x and y are integers. This includes points like (1, 2), (-3, 0), and (4, -5). In general, any point with integer coordinates in any dimensional space qualifies as representing integers.
A polygon (or any other plane shape) is convex if you take any two points inside it (or on its boundary) then the line joining those points is wholly inside (or on the boundary of) the polygon.
-- Integers are very useful when you need to count things. -- If you are running short of decimal points and fraction bars, then integers are definitely the best numbers to use, since they don't need any of those.