Final answer:
To solve the problem, you need to simplify the expressions. For the first part, (2y / y) simplifies to 2. For the second part, (4y - 12/2y + 6), it can be interpreted in two ways depending on whether the division applies to only the 12 or the entire numerator. Without further information or context, we can't definitively find the product.
Step-by-step explanation:
To answer the question, we'll first simplify the given expressions. Starting with the first part, (2y / y) simplifies to 2. Now, moving on to the second part, (4y - 12/2y + 6), in order to properly simplify this, we will need to perform the operations according to the order of operations, or PEMDAS/BODMAS, which stands for Parentheses/Brackets, Exponents/Orders, Multiplication and Division, Addition and Subtraction.
We first simplify the denominator by dividing 12 by 2y, which would be 6/y. Therefore, the expression becomes (4y - 6/y + 6). Now, because it's not clear what part of the expression the division applies to, we can interpret it in two ways: if it only applies to 12, the expression after subtracting becomes (4y - 6/y + 6). If it applies to the whole numerator, the expression after the subtraction would become (2y - 3).
Unfortunately, based on the information provided, it's not possible to definitively find the product as the question requested. Your teacher or the problem's context might give you more information on how to interpret it!
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