TIPS ON SOLVING PHONEMIC ANALYSIS PROBLEMS
Your task is to determine whether [b] and [p] are allophones of the same phoneme or different phonemes.
1.
Look for a minimal pair which differs on the presence of [p] vs. [b].
You only need one such minimal pair. This is sufficient to tell you
that [b] and [p] are different phonemes. Your work is done.
2.
Assuming there are no minimal pairs, start on stating the environments
in which each is found. You can use the following notation or any other
one that works for you.
[b] [p]
#_i #_o
a_i i_i
s_o s_#
e_# a_l
"#" = word boundary
3.
Once you have your phonetic contexts (or environments) listed, study
them. Can you make any generalizations about the classes of sounds
which come before and/or after the sounds in question?
4. If the two sounds
appear to occur in the same environments, their distributions are
overlapping. Unless you have evidence for free variation*, you should
conclude that these sounds are different phonemes.
*What's evidence for free
variation: what looks like a minimal pair- two words which differ
phonetically on only one sound, but whose meaning remains the same.
5.
If you can find a conditioning environment, that is, an environment in
which one sound is found and the other is not, than you can conclude
that the two sounds are in complementary distribution and they are thus
allophones of the same phoneme.
6.
The final step is to select a basic allophone and a derived allophone.
The basic allophone will be the one which has the broader distribution,
i.e. is found in the most environments. The derived allophone is the
one which is most restricted in the phonetic contexts in which it
appears. Once you have identified which is the basic (or
underlying) sound, and which the derived one, you can state a rule
which captures the conditioning environment.
An example of a rule: /p/ becomes [ph] in stressed-syllable initial position.
Another example: /s/ becomes [z] before a voiced sound.
Note:
be careful when you state the conditioning environment. Try to capture
it with the most general class as possible (e.g. high vowels, rather
than [i] and [u]), making sure, however, that there are no other data
in your set which contradict that statement.