Algebra-2

In equation D, f(x) = |x + 4| + 3, we have:

The coefficient 1, represented by the constant "a," indicates that the graph maintains the standard scale of the absolute value function. It is not stretched or compressed vertically.

The term |x + 4| inside the absolute value function represents the distance of x from the point -4 on the x-axis. This creates a V-shaped graph with a vertex at (-4, 0).

The constant term 3 causes a vertical shift of the graph upward by 3 units. This means that every y-coordinate is increased by 3.

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