Final answer:
To determine the best substitutes for 'missing output 1' and 'missing output 2', the specific condition governing the outputs needs to be analyzed. It could involve a sequence pattern or a function rule that when applied to inputs produces the required outputs.
Step-by-step explanation:
To determine what outputs would be best to substitute in for 'missing output 1' and 'missing output 2', we need to understand the context of the condition given. Without specific details of the condition, it's difficult to provide an exact answer. In mathematics, especially when dealing with functions or algorithms, the outputs are typically determined by applying the given condition or rule to the corresponding inputs. It is essential to examine the pattern, sequence, or formula presented in the initial problem to derive the missing outputs accurately.
Consider a sequence in arithmetic progression where each term is a fixed number apart from the next; if the condition embodies this scenario, 'missing output 1' and 'missing output 2' would follow the stated difference sequentially.
Similarly, if the condition is a function, the missing outputs would be the results obtained by applying the function to the respective inputs. By exploring examples that match the type of condition presented, one can learn how to approach finding missing elements in a series or function.