Step-by-step explanation:
Unfortunately, without further context or information about the intended form of the expression, it's impossible to definitively state what "square of X - 1 upon X" simplifies to. Depending on your intent, there are several interpretations and corresponding simplifications:
**1. As a fraction:**
* If you meant "(X^2 - 1) / X", then simplifying would look like this:
* Factor the numerator: (X + 1)(X - 1) / X
* Divide numerator and denominator by X (assuming X ≠ 0): X + 1 - 1/X
**2. As a mixed number:**
* If you meant "X^2 - 1 / X", then it could be interpreted as a mixed number with "X^2 - 1" as the whole number part and "1/X" as the fractional part. This representation wouldn't necessarily require further simplification.
**3. As a polynomial expression:**
* If you meant simply "X^2 - 1 / X", then it would remain an unsimplified polynomial expression.
To provide a more accurate answer, please clarify your intended form or further explain what you'd like to achieve with the expression. The more information you share, the better I can assist you.
