Well, I’m back from an intense, yet exhilarating 3 day workshop on Structured Word Inquiry. In the serene setting of Wolfe Island, Canada, Pete Bowers enthusiastically convinced the participants by use of evidence that the language we have been taught to think of as quirky, nonsensical, irregular and incomprehensible, is in fact a well ordered writing system that adheres to rules. Now, these are not rules with exceptions (one thing many of us have been erroneously taught), but rules that do not allow exceptions. It turns out that the English language has structure that we can count on and spellings that we can explain by means of scientific inquiry. How refreshing!
![DSCN3294](https://mbsteven.edublogs.org/files/2013/07/DSCN3294-2eqar73-300x225.jpg)
I left the workshop with a better understanding of how to turn word inquiries into focused lessons, as well as how to more effectively use the resources available to me. In other words, my curiosity is super charged! I’m looking forward to the question I can’t answer straight away. I’m looking forward to being part of the search and to listen to students draw conclusions based on evidence gathered. I’m looking forward to my classroom being a place where we celebrate words, their meanings, and our new understandings of their spellings.
With all of that super charged enthusiasm surrounding me, imagine my delight when checking my email upon my return and finding a message from a student. It seems Hailee was writing a story. While writing, she began wondering about the word <especially>. She wondered why the <l> was doubled. She knew that in monosyllablic words that have a single vowel in front of a final consonant, the final consonant is doubled. But she also knew that that was not the case in <especially>.
So … in response to Hailee’s excellent question …
The first thing I did was to think of a word sum hypothesis. I recognize the word <special>, so I can guess that <e> is a clip of <ex> and is a prefix. Besides, that would make sense that if something is referred to as <especially>, it is being pulled “out” as being extra special or being set aside as being extra special.
And because I recognized <special>, I suspect that <ly> might be a suffix. So far my hypothesis is <e> + <special> + <ly>. But then I wondered about <special>. Is that the base, or can I peel off another affix.
At this point I went to etymonline and looked up <especially>. This is what I found:
![](data:image/png;base64,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)
There’s my proof that <ly> is a suffix. (And that is also a big clue to the answer to Hailee’s question – but I’ll explain better at the end.)
From there I clicked on <especial>.
![](data:image/png;base64,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)
That gave me an idea that perhaps <special> might not be the base. So then I clicked on <species>.
![](data:image/png;base64,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)
If you notice, <species> comes from the Latin word <species> and is related to <specere> meaning to look at, to see, behold. (Which also fits with what we think of when we think of something as special! Now, if you remember that Old Grouch taught us that <ere> is a latin suffix, that means the base of <species> and <special> and <especially> is <spec>!
Back to my hypothesis about it’s word sum. I’m going to change it to <e> + <spec> + <ial> + <ly>.
Just to make sure that <ial> is indeed a suffix, I went to Word Searcher and put in <ial$>. Three words I found that have <ial> as a suffix are burial (<bury> + <ial>), facial (<face> + <ial>), and partial ( <part> + <ial>). Since this post, my students and I have done further research and discovered that <ial> is NOT a suffix. The suffix is <al>. The <i> in some words is a connecting vowel. In other words it was once a <y> and has been changed to an <i> before adding an <es> suffix. In other words the <i> is part of the base.
Phrew! Now to answer Hailee’s question about the double <l>. As you can see, there is an <l> in the final position of the suffix <al> and an <l> in the initial position of the suffix <ly>, so the <l> has not been doubled. NOW in a word like stopping, the base is <stop> and the suffix is <ing>, and when we add that suffix, we do indeed double the consonant<p> because of the reason Hailee brilliantly stated in her question. When I sent a reply to Hailee, I also asked her to write word sums and then to create a matrix for the base <spec>. Below is her matrix.
![](data:image/png;base64,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)
The next wonderful thing that came from all this was that I presented this matrix to my summer school orthography students and asked them to write word sums. Then we had a great discussion about “checking the joins”. That means that when adding suffixes, we may need to apply some suffixing rules and make some spelling adjustments. The students became familiar with the structure of a matrix and how the suffixes are arranged in a particular order to accommodate the spelling of many words.
Thanks Hailee! And keep the questions coming!