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https://math.answers.com/math-and-arithmetic/How_can_the_function_notation_fx_be_rewritten_as

How can the function notation fx be rewritten as? - Answers

The function notation ( f(x) ) can be rewritten in various ways, depending on the context. It can be expressed as ( y ) if you're simply referring to the output of the function. Alternatively, it can be represented in a different format such as ( g(x) ) if a different function is being defined, or in terms of a specific variable, like ( z ) in the context of a transformation, as in ( z = f(x) ).



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How can the function notation fx be rewritten as? - Answers

https://math.answers.com/math-and-arithmetic/How_can_the_function_notation_fx_be_rewritten_as

The function notation ( f(x) ) can be rewritten in various ways, depending on the context. It can be expressed as ( y ) if you're simply referring to the output of the function. Alternatively, it can be represented in a different format such as ( g(x) ) if a different function is being defined, or in terms of a specific variable, like ( z ) in the context of a transformation, as in ( z = f(x) ).



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https://math.answers.com/math-and-arithmetic/How_can_the_function_notation_fx_be_rewritten_as

How can the function notation fx be rewritten as? - Answers

The function notation ( f(x) ) can be rewritten in various ways, depending on the context. It can be expressed as ( y ) if you're simply referring to the output of the function. Alternatively, it can be represented in a different format such as ( g(x) ) if a different function is being defined, or in terms of a specific variable, like ( z ) in the context of a transformation, as in ( z = f(x) ).

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      The function notation ( f(x) ) can be rewritten in various ways, depending on the context. It can be expressed as ( y ) if you're simply referring to the output of the function. Alternatively, it can be represented in a different format such as ( g(x) ) if a different function is being defined, or in terms of a specific variable, like ( z ) in the context of a transformation, as in ( z = f(x) ).

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