Answer:
2. -3/8 * -4 + 3/8 * 1/2
Explanation:
The given expression is

When we rewrite -4 as -3-1
We get

Now add the -1 and the ½ to get:

Expand now to get:
...This gives the first option.
Again, we expand the parenthesis of the original directly using the distributive to obtain;
......This gave us the third option.
We could also simplify the expression in the parenthesis first to get;


....This is the fourth option.
Hence the second options is NOT equivalent to the given expresion.