Understanding Function Notation | Evaluating f(x – 3) and Simplifying the Expression

f(x -3)

The expression “f(x -3)” represents the function f with an argument of (x – 3), which means that it is a function where you substitute the value of (x – 3) into it

The expression “f(x -3)” represents the function f with an argument of (x – 3), which means that it is a function where you substitute the value of (x – 3) into it. To evaluate it, you have to know what the function f represents or the specific equation for it.

For example, if f(x) = x^2, then to find f(x – 3), you would substitute (x – 3) in place of x in the equation:

f(x – 3) = (x – 3)^2

To simplify this expression, you can expand the square:

f(x – 3) = x^2 – 6x + 9

So, f(x – 3) is equal to x^2 – 6x + 9 when f(x) = x^2.

If you provide the specific equation or definition for the function f, I can give a more precise answer.

More Answers:
The Expression f(x) + 3 Explained | Summing the Function f(x) and 3
Understanding the Notation f(x) – 3 in Mathematics | Evaluating the Function f(x) Minus 3
Understanding f(x+3) in Mathematics | Expression, Function, and Horizontal Shift

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