Final answer:
When 7/12 is multiplied by a fraction less than 1, the product will be a fraction less than 7/12.
Step-by-step explanation:
If 7/12 is multiplied by a fraction less than 1, the resulting product will also be less than 7/12 because multiplying by a number smaller than 1 reduces the value of the original number. Therefore, let's examine the given options to determine which one can be the product: a. 8/12, b. 2/12, c. 3/12, d. 12/12.
Option a, 8/12, is greater than 7/12, so it cannot be the product of 7/12 multiplied by a fraction less than 1. Option d, 12/12, is equal to 1, which is not less than 7/12, so it also cannot be the product. Therefore, options b, 2/12, and c, 3/12, are the only possible products since they are both less than 7/12. However, without knowing the exact fraction that 7/12 is being multiplied by, we can't determine if the answer is b or c. But it is clear that the product must be less than 7/12.