Model Answer
Question 3
Examination 1
Spring 2003
Joel Martinez
3. Explain Plato's riddle regarding
discovery in the Meno and explain how that leads to his doctrine of
recollection. Assume that about what is necessary and proceed under that
assumption to evaluate Plato's doctrine of recollection.
In Plato’s
Meno, Socrates and Meno are trying to figure out whether virtue can be
taught. Since Socrates thinks that they
cannot answer that question without first finding out what virtue is, Socrates
and Meno end up trying to answer the question “What is virtue?” Meno tries a number of times to give a good
definition, but he ends up failing.
After explaining to Socrates that he feels numb and confused, he states
what is called “the riddle regarding discovery” (or the “paradox of
inquiry”). The paradox is a challenge
to show that learning/discovery is possible.
The paradox says – Learning is not possible, because either you know the
thing you are looking for or you don’t.
If you already know it, then it does not make sense to say you could be
searching for it (or that you learn it), but if you do not already know it,
then how will you know it when you see it? This is a challenge because it makes
it seem as though no one could ever learn anything, but we think we learn
things all the time.
Socrates
solves this riddle with the theory/doctrine of recollection. According to Socrates, the soul is
immortal. Not only is it immortal, but
it has had previous lives. In these
other lives, Socrates says, the soul has come into contact with everything that
there is. This means that the soul
already knows everything. When we were
born in human bodies, we “forgot” the knowledge we had during the soul’s
previous existence. So, learning is a
matter of recollection. The doctrine of recollection solves the Meno paradox
because it says that we are not in the situation that the paradox says we
are. The paradox works only if gaining
knowledge is like putting something new (or new information) into the
soul. Socrates’ doctrine of
recollection says that knowledge is already there. So, since, when we are inquiring, we are not searching for
something, but instead trying to remember something, the paradox is not a
problem.
This
does solve the problem, but it’s not so clear that the doctrine is true. Socrates supports the doctrine by saying he
will show that a common slave boy has knowledge already inside of him. He asks the slave boy a series of questions
about geometry (asking the boy what the length of a side of a square double the
area of an original square is). The
slave boy eventually comes to give the right answer after a lot of questions
and a few mistakes. Socrates thinks
that his interaction with the slave boy proves his theory of recollection
because Socrates never told the boy what to say. The boy answered based on his own thinking. Socrates just drew images in the sand and
asked the boy what he thought about the drawings he saw.
The
paradox is hard to solve, but one reason to think that Socrates has given a
good response to it is that he has just shown, with the slave boy, that
learning is possible. So, that should
make us think that we are not stuck with the paradox. Another point in favor of Socrates’ theory is that it does not
rely on the belief that the soul is immortal.
He could just be saying that knowledge is innately in us. So we can believe what Socrates says without
having to believe in his religion.
The
problem with his theory is that it’s not completely convincing that it gives a
good description of learning. The
theory of recollection describes learning as remembering. A problem with that is that the slave boy
example does not prove that learning is remembering. Socrates asks only questions and does not tell the slave boy how
to answer, but Socrates only gives the slave boy leading questions. This makes it seem as though Socrates is
almost telling the slave boy what to say.
In the
end, the doctrine of recollection helps and hurts Socrates. It does solve the paradox, but it needs more
support (support better than the slave boy example) if we are going to believe
it.