## f(x-5)+4

### The expression “f(x-5)+4” represents a function f with an argument of “x-5”, and then we add 4 to the result

The expression “f(x-5)+4” represents a function f with an argument of “x-5”, and then we add 4 to the result. Let’s break it down step by step:

1. Start with the argument: x-5. This means that whatever the value of x is, subtract 5 from it.

2. Apply the function f to the argument x-5. The function f could be any mathematical operation or rule that takes a number as input and produces an output. Without more information about the specific function f, we cannot determine the exact nature of this step. It could be as simple as multiplying the input by 2 or as complex as applying a logarithmic function.

3. Finally, take the result from step 2 and add 4 to it. This means that no matter what the function f does, we will add 4 to its output.

In summary, the expression f(x-5)+4 represents the result of applying a function f to the quantity x-5, and then adding 4 to the result. The specific nature of the function f will determine the exact calculations involved.

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