A graph has the domain 1≤x<5 . Describe the end points of the gra
The given graph has a domain of 1 ≤ x < 5. This means that the x-values of the graph range from 1 (inclusive) to 5 (exclusive).
Since the domain is 1 ≤ x < 5, the graph will have an endpoint at x = 1 and another endpoint at x = 5.
At these endpoints, we can specify the values of the y-coordinate of the graph as it intersects the x-axis.
However, without any knowledge of the equation or shape of the graph, we cannot determine the specific y-coordinate values at the endpoints. The endpoints will depend on the specific equation or function that defines the graph.
The given domain 1≤x<5 indicates that the graph includes all values of x greater than or equal to 1, but less than 5. In terms of endpoints, this means that the graph starts at x=1 (inclusive) and ends at x=5 (exclusive).
Therefore, the left endpoint of the graph is x=1, which means that the graph starts at the point (1, y).
The right endpoint of the graph is x=5, which means that the graph ends at the point (5, y).
However, without additional information about the graph itself, such as the function or equation it represents or any specific points or characteristics, it is not possible to determine the exact coordinates or shape of the graph.
The given domain, 1≤x<5, means that the graph is defined for values of x ranging from 1 to 5, but does not include 5 itself. In terms of graphing, the end points of the graph correspond to the values of x where the graph starts and ends.
In this case, the graph will start at x=1 and end at x=5, with an open circle or empty point at x=5 to indicate that it is not included in the domain. As a result, the leftmost end point of the graph will be (1, y), while the rightmost end point will be represented by an open circle at (5, y), where y represents the corresponding y-values for those x-values.
To further describe the end points, we would need additional information such as the specific equation or function of the graph or any additional characteristics provided.