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Review the graph of function j(x).


On a coordinate plane, a line starts at open circle (2, 6) and goes down through (negative 2, 2). A solid circle is at (3, 6). A curve goes from solid circle (2, 3) to open circle (3, 4). A line goes from the open circle to closed circle (6, 5).


What is Limit of j (x) as x approaches 3?


3

4

5

6

Review The Graph Of Function JxOn A Coordinate Plane A Line Starts At Open Circle 2 6 And Goes Down Through Negative 2 2 A Solid Circle Is At 3 6 A Curve Goes F class=

Sagot :

The limit of j (x) as x approaches 3 is 4.

According to the question, A line begins at an open circle (2, 6) on a coordinate plane and descends through ( -2, 2). At, a complete circle is (3, 6). From a solid circle (2, 3), a curve leads to an open circle (3, 4). From the open circle to the closed circle, a line runs (6, 5).

From the graph, it can be seen that the limit of the function j(x) as the value of x approaches 3 is 4.

A diagram or pictorial representation that organizes the depiction of data or values is known as a graph.

The relationships between two or more items are frequently represented by the points on a graph.

Learn more about limits here:

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