If all Zips are Zaps and some Zaps are Zops, then...All Zips are ZopsAll Zops are ZipsSome Zops are ZapsSome Zips are Zops

The given statements are:

1. All Zips are Zaps.
2. Some Zaps are Zops.

From these statements, we can infer the following:

1. Some Zips are Zops: This is true because if all Zips are Zaps and some Zaps are Zops, then it must be true that some Zips are Zops.

2. All Zips are Zops: This is not necessarily true. While some Zips are Zops, we don't know if all of them are.

3. All Zops are Zips: This is not necessarily true. We know that some Zaps are Zops, but we don't know if all Zops are Zips.

4. Some Zops are Zaps: This is true. It's given in the original statement that some Zaps are Zops. Therefore, it must also be true that some Zops are Zaps.