To create an equivalent form of the rational expression
Let's combine the like terms:
-
Combine
and : -
Now the expression simplifies to:
Next, we can factor out the greatest common factor (GCF) from the terms
The GCF of
This expression is still quite different from the options provided; therefore, let's examine each response and see if any can be derived from it.
- Option 1:
- Option 2:
- Option 3:
- Option 4:
Now, let's look at the simplified expression
To match
If we divide the entire term by
Thus, none of the provided options directly match the original rational expression. However, we can simplify more so that
Comparing the terms again, it appears there may not be an equivalent form listed, as they do not algebraically represent
However, option (3):
Please note that as it stands, none of them represent direct equivalence strictly to the original form, but (3) can be closest as possible if the wording suggests
Thus, suggest an option between clarifying approaches, yet it appears best would be opting
Should be dominated by revisiting both constants and parameters through factor standpoint deriving returns against multiples.
Final decision can grade on the expressive potential based exercises undertaken.
Conjecturing with
Prompted to check out for straightforward leads on equations interacting can yield greater collaborative fostering potentially if essence notes merit exploring constructed alignments underpinned against similar precedence in future endeavors outlined.
Conclusively considering (3) as the most reliable pathway toward expanded result.