Subjects algebra

No P Function 601B72

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No P Function 601B72


1. The problem states that there is no $p$ in the function, which means the function does not contain the variable $p$. 2. This implies the function is independent of $p$ and does not change if $p$ changes. 3. To analyze or graph such a function, we focus on the variables that are present. 4. If you provide the function expression, I can help further with simplification, evaluation, or graphing.