Final answer:
The question requires understanding the relationship between reciprocals and division. For example, to find one eighth of 16, you multiply 16 by the reciprocal of 8, which is 1/8, giving a result of 2.
Step-by-step explanation:
The question seems to involve finding the equivalent expression to a given numerical value using understanding of reciprocals, fractions, and division. One way to think about the problem is to recognize the reciprocity between multiplication and division, i.e., dividing by a number is the same as multiplying by its reciprocal. When given a task like finding 'one eighth' of a number, instead of dividing by 8, you can multiply by the reciprocal of 8, which is 1/8.
For instance, to find one eighth of 1,000 (a similar example from our reference), you would multiply 1,000 by 1/8 to get 125. Now, looking at the given pattern, assuming the missing part is supposed to be '1/8', the computation would involve finding 1/8 of 16. Consequently, you would multiply 16 by 1/8, resulting in 16 * 1/8 = 2.