Oh no! You are so embarrassing, and you don't even know it. Hello? A simile IS A METAPHOR.
Whoops! Semper malum.
Let's go through this slowly, so that you understand.
First, we'll start with a simple logic lesson:
A is a member of B
does NOT imply that
B is a member of A
Read that through again, so that you understand.
I'll give you an example as an illustration of the concept.
A Cat is a Four-Legged Animal
does not imply that
A Four-Legged Animal is a Cat
Read through that example a few times, and make sure you understand before we move on. Perhaps use a few examples of your own. You could, for example, use "A Sparrow" and "A Bird" for A and B respectively, or "Blue" and "A Colour".
So, let's assume now that you've got the grasp of that simple but important logic lesson. We can now move on with more confidence to the matter at hand.
I wrote: "You're as 100% wrong about this as you were about insisting a metaphor was a simile".
To rephrase that, my contention was this: "A metaphor is not a simile"
Let's repeat that: "A metaphor is not a simile".
I think you might be able to see what's coming, assuming you concentrated up to this point.
So you should be able to reel off the correct answer! Well done! It is, of course this:
"A metaphor is not a simile"
DOES NOT equate to
"A simile is not a metaphor".
And while a simile (e.g. "He was as fast as a leopard") can, in a loose sense, be considered a metaphor, the reverse categorically is NOT TRUE. A metaphor (e.g. "He was a lion in the way he fought for his opinion", or, to come back to the actual example under discussion, "Knox and Sollecito were lovebirds") is NOT a simile.
And, as you will no doubt recall, you wrote a metaphor ("Knox and Sollecito were lovebirds"), mistakenly called it a simile, then ludicrously refused to acknowledge your mistake.
So, in summary, all similes can (in a wide definition of terms) be called metaphors, but all metaphors CANNOT be called similes. In fact,
no metaphor can be called a simile.
And that's the benefit of having a good education in Boolean logic and English figures of speech. If you have any questions or you're still having trouble grasping the concept, please let me know and I'll be more than unhappy to help
