The logarithmic function graph takes the shape of a graph with an
argument of x - 3.
The key features of the logarithmic function are;
- The x-intercept is x = 4, and the graph approaches a vertical asymptote at x = 3
Details that make the above selection is correct
The characteristic features of the graph are the features that represents
the graph and includes the definition of the domain and/or range of the
graph.
Key features includes;
The x-intercept
The x-intercept, is the location the graph crosses the x-axis, and where, the y = 0
- The x-intercept of the given graph is located at the point x = 4
Vertical asymptote;
The vertical asymptote is a vertical line to which the graph approaches
but does not reach as the y-value increases (or decreases) to ∞ (or -∞)
- The vertical asymptote to which the graph approaches as y-value decreases to -∞ is the line x = 3
Therefore, the correct option is;
- The x-intercept is x = 4, and the graph approaches a vertical asymptote at x = 3
Learn more about the features of graphs here:
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