Which expressions are equivalent to

Question

\[-2y-8+4y\] ?
Choose all answers that apply:
Choose all answers that apply:
(Choice A)
\[-2(y+4)+4y\]
A
\[-2(y+4)+4y\]
(Choice B)
\[4(-2+y)-2y\]
B
\[4(-2+y)-2y\]
(Choice C) None of the above
C
None of the above

Answer 1

To simplify the expression \[-2y-8+4y\], we can combine like terms.

First, we combine \(-2y\) and \(4y\) to get \(2y\). Then we add \( -8\) to get \(2y-8\).

Therefore, the expression is equivalent to the expression \(\boxed{2y-8}\).

Since none of the given choices match \(-2y-8+4y\), the answer is (Choice C) None of the above.