Correct Answer: E
Explanation:
To identify the equivalent expression first identify the different terms that are in the given expression.
5−(−x+3)(−x+3)(−x+3)(−x+3)
Term One=5
Term Two=(−x+3)(−x+3)(−x+3)(−x+3)
Since there are numerous quantities in term two that are the same, the term can be written in exponential form.
Now, recall the general form for exponents.
a2=a⋅a(ax)3=ax⋅ax⋅ax
Term two can be written as,
(−x+3)4
From here combine the terms together to find an equivalent expression.
5−(−x+3)4