L. V. A.
Hale
,
J. C.
Lutter
and
G. V.
Shultz
*
University of Michigan, Department of Chemistry, 930 N. University, Ann Arbor, MI 48109, USA. E-mail: gshultz@umich.edu
First published on 25th April 2016
Graduate students play a critical role in undergraduate education at doctorate granting institutions; but generally have minimal opportunity to develop teaching expertise. Furthermore, little is known about how graduate students develop teaching expertise in this context. We investigated the development of topic-specific pedagogical content knowledge among chemistry graduate student teaching assistants (GTAs). Thin layer chromatography was selected as the topic of investigation because undergraduate students encounter it throughout organic chemistry lab and it is connected to several foundational chemistry topics. An instrument was developed to measure both content knowledge (CK) and pedagogical content knowledge (PCK) of thin layer chromatography for GTAs with a range of teaching experience. Data from the test instrument were transformed using the Rasch model and statistically analysed. Our analysis showed that graduate students at all levels of experience performed well on content knowledge questions, but even experienced GTAs demonstrated low levels of pedagogical content knowledge. Importantly, experienced GTAs demonstrated a greater proficiency than novice GTAs, which suggests that pedagogical content knowledge is developed over time.
One approach to improving STEM instruction is to focus on the development of graduate students’ teaching expertise, because they play a critical role in undergraduate instruction at doctorate granting institutions. GTAs have more contact hours with undergraduates in introductory courses relative to faculty and as a consequence GTA instruction may have an outsized impact on undergraduate learning (Luft et al., 2004). Although many graduate students go on to pursue faculty positions, they typically receive minimal formal pedagogical training during graduate school. At most large institutions, GTA training is short, overgeneralized, and does not reflect what is known about teaching and learning science (Anderson and Mitchner, 1994). Furthermore, graduate students often do not teach beyond their first year and thus have little opportunity to improve teaching through practice. In the absence of professional development aimed at teaching, graduate teaching assistants (GTAs) often teach the way they were taught and in a manner that does not reflect new knowledge about how people learn science (Grossman, 1989; Singer et al., 2012). Very little data exists on the efficacy of GTA training and existing reports in the literature are almost all based on student and TA perceptions (Nyquist et al., 1989; Robinson, 2000; French and Russell, 2002; McManus, 2002). Therefore, cognitive measures of teaching knowledge are needed to fully understand the impact of training on teaching so that it can be aligned with assessments of student learning gains.
A key component of teaching expertise is pedagogical content knowledge (PCK), which is a teacher-specific type of knowledge. PCK was conceptualized by Lee Shulman (Shulman, 1986, 1987), who described it as:
“that special amalgam of content and pedagogy that is uniquely the province of teachers, their own special form of professional understanding.”
As a fusion of pedagogical knowledge and content knowledge, PCK is subject matter dependent; meaning that the character of an English teacher's PCK is distinct from that of a Physics teacher. Research is needed to elucidate the unique nature of graduate students' PCK because the majority of studies on this teacher-specific knowledge have focused on K-12 pre-service teachers (Kind, 2009; Mavhunga and Rollnick, 2013; Alvarado et al., 2015; Rollnick and Davidowitz, 2015) and post-secondary faculty (Padilla and Van Driel, 2011; Mack and Towns, 2015). The character of GTA teaching knowledge and the way in which it is developed is distinct from both faculty and K-12 teachers. Many graduate students teach during their first year of graduate school and thus have unformed subject matter knowledge relative to faculty (Bhattacharyya and Bodner, 2014). Furthermore, most graduate students enter graduate school with little to no pedagogical training as compared to K-12 teachers (Grossman, 1989) and are unlikely to receive formal training during graduate school.
To date the only reports of research examining chemistry graduate student specific PCK are studies by Bond-Robinson (Bond-Robinson, 2005), who coined the term “PChK” or pedagogical ‘chemistry’ knowledge. She described this discipline-specific PCK based on observations of graduate students teaching and undergraduate perceptions of their teaching. The study found that in the lab setting GTAs more readily develop lab management skills rather than teaching expertise. Management skills, while important, are not necessarily correlated with a GTA's ability to teach chemical concepts. Furthermore, Bond-Robinson found that those GTAs who performed well as lab managers tended to rate highly on teaching evaluations, even if their teaching expertise was not well-developed (Bond-Robinson, 2005). Therefore, self-reports by students and GTAs alone may be an inadequate method for evaluating the impact of GTA training.
Pedagogical content knowledge is a challenging target for study because it is partly an internal construct that exists in the mind of the instructor and thus may not be evident through observation alone (Baxter and Lederman, 2001). In order to uncover GTAs' tacit knowledge of teaching chemistry, a complementary approach is needed that can be used in combination with observational techniques and self-reports. However, there is a paucity of inferential test instruments for measuring PCK in general, and more specifically for PCK among science instructors (Baxter and Lederman, 2001). This study builds on Bond-Robinson's work by developing a cognitive measure of PCK that is specific to graduate students. The goals of this study were to (1) develop an instrument to measure GTA PCK in the context in which they typically develop teaching experience and (2) to determine if and how PCK is developed by GTAs over time.
Thin Layer Chromatography was selected as the specific focus of this study because graduate students will repeatedly encounter this topic when teaching organic chemistry lab (Martin et al., 2011). The graduate student will teach various aspects of the technique including (1) selecting an eluent; (2) preparing a sample with correct concentration; (3) preparing the plate; (4) spotting the compound on the plate; (4) developing the plate and (5) visualizing the plate (Pavia et al., 2013). They must also help students to connect each of these steps to their microscale conceptions of the phenomenon including how it relates to solvent selection and how to predict how each compound will travel on the plate. In this way, TLC is related to several fundamental topics in chemistry including polarity, solubility, concentration and intermolecular interactions.
Most recently, a consensus PCK model was proposed (BSCS, 2016), which describes PCK as an instructors’ knowledge for teaching a particular topic (“reflection on action”) as well as the particular way they act on that knowledge (“reflection in action”) (BSCS, 2016). An important component of this recent model is the distinction between an instructor's “personal” PCK and their “canonical” PCK, which describes that that an instructor may acquire it either through reflection on their own practice (personal) or that it can be gained through professional development and other social means (canonical) (Smith and Banilower, 2012; Alvarado et al., 2015; Garritz, 2015). According to Smith and Banilower “All teachers have personal PCK, whether tacit or explicit. Not all teachers possess canonical PCK” (Smith and Banilower, 2012). The latter is likely to apply to GTAs because they have fewer professional development opportunities than pre-service K-12 teachers.
PCK can be examined at general, subject specific, and topic specific levels. Where general PCK is distinct from pedagogical knowledge in that it has a specific character that is unique to each discipline. Subject specific PCK is distinct within a particular area of science. For example a chemistry graduate student will develop a “way of thinking” about chemical phenomena and how to teach it that would be distinct from that of a physics graduate student (Veal and MaKinster, 2001). The study reported here is framed in a ‘topic-specific’ PCK (or TS-PCK) model (Hill, 2008; Mavhunga, 2012; Rollnick and Davidowitz, 2015), which identifies that the character of an instructor's PCK is unique to each discrete topic within a discipline. For example, an instructors' PCK on the topic of stoichiometry will be distinct as compared to acid–base chemistry, because both depend on their content knowledge as well as their personal teaching experiences. The TS-PCK model identifies that each specific topic is transformed to a ‘pedagogically powerful form” by the teacher (Hill, 2008; Mavhunga, 2012; Rollnick and Davidowitz, 2015). This transformation can occur as a teacher develops their own awareness of teaching through reflection on their own teaching experience (personal PCK) or through professional development (canonical PCK) (Alvarado et al., 2015; BSCS, 2016).
TS-PCK is an appropriate model for this study for several important reasons. First, it recognizes that student learning of discrete topics has an individual character that differs from topic to topic (Mavhunga, 2012). It is therefore aligned with constructivist theories of learning that describe knowledge as being constructed in the mind of the learner through their unique experiences and reflection (Cochran, 1993). Second, it makes explicit the mechanism of knowledge transformation and in so doing clarifies how novice instructors may acquire PCK (Kind, 2009).
In describing this theory Novak contrasts meaningful learning with rote learning (i.e. memorization) (Novak, 1985). Rote learning is described as occurring when new information is not integrated with students' existing knowledge structure whereas meaningful learning occurs when new information is specifically integrated (Novak, 1985). Students tend to adapt their learning strategies to achieve success, which from a students perspective, can mean earning a higher grade This perspective may lead toward rote learning strategies (Edmondson and Novak, 1993). The tendency of GTAs to use rote learning strategies in their own studies, coupled with the absence of professional instructional training, may mean that GTAs will teach the way they were taught using techniques that promote rote learning (Roehrig et al., 2003) and thereby perpetuate them.
PCK is both an internal and external construct (Baxter and Lederman, 2001). It consists of what an instructor knows, what they do with that knowledge, and the reasons behind their actions. An inferential technique is designed to uncover an instructor's level of PCK, whereas observational techniques may reveal how a teacher acts on that knowledge (Baxter and Lederman, 2001). In this case an inferential technique was used as the approach to uncover graduate students knowledge of teaching TLC. The PCK questions were designed to be open-ended short-answer questions, because multiple-choice questions would limit the range of possible responses. In writing these items we took direction from Hill, who considered what subject matter experts who lack teaching experience would know (Hill, 2008). In this case, we considered chemistry graduate students, who should be adept at using TLC but may not have taught it previously.
A test blue print (Table 1) was created to inform the design of each question and the target component of CK and PCK. Using a standard method of test development the questions were drafted, judged by experts and piloted. The final version of the test included four CK questions and four PCK questions (see Table 1). Questions were designed to measure both PCK as well as CK, because PCK is dependent on content knowledge (Mavhunga, 2012). The CK questions were based on textbook questions and the authors' teaching experience. The CK questions were designed to probe graduate students declarative knowledge, procedural knowledge, and conditional knowledge specific to the topic of TLC based on Bloom's taxonomy (Anderson et al., 2001). PCK questions were written based on the literature of TS-PCK (Hill, 2008; Mavhunga, 2012) and our own classroom experiences. Two different components of PCK were probed including teaching strategies and what makes topics difficult or easy (Table 1). For example, PCKQ4 asks the GTA to identify the aspects of TLC that a student will find most challenging. Categories such as knowledge of students' prior knowledge and knowledge of representations and analogies were not targeted specifically in the questions. However, some responses to the open-ended questions revealed knowledge of these categories on the part of some GTAs.
Type of CK | CK question |
---|---|
Declarative knowledge | CKQ1. Describe a TLC plate where a solvent of too high polarity is used. A solvent of too low polarity. |
Procedural knowledge | CKQ2. Calculate Rf |
CKQ3. Predict the order of elution | |
Conditional knowledge | CKQ4. Explain appearance of TLC plate (why are the spots on the left larger than those on the right). |
Aspect of PCK | PCK question |
---|---|
Teaching strategies | PCKQ1. As if to a student, explain how a compound may travel differently in solvents of relatively low or high polarity. |
PCKQ2. Identify an issue in an example TLC plate and explain how they might improve on technique so that their plates develop with spots on the right lane rather than those on the left. | |
PCKQ3. How would you help students to understand how to identify solvents of high or low polarity? | |
What makes a topic easy or difficult | PCKQ4. What aspects of TLC do you think are most challenging for students to master? |
Additional data for this study includes audiotaped cognitive interviews as well as the interviewer's field notes taken during the interviews. Survey questions were also incorporated to obtain GTA attitudes on teaching, prior teaching experience and other background information. Cognitive interviews were performed to ascertain the validity of the results by determining whether what was conceptualized as PCK was actually measured by the test items. For example, whether a participant's response was coded for PCK but arose from a process of reasoning rather than from their knowledge of students (Willis et al., 1999). During the interviews, participants were asked to report how they answered questions related to PCK using a protocol based on a “verbal probing technique” to provide a sense of the cognitive processes that participants engaged in when responding (Willis et al., 1999). Interview questions included general probing questions such as “How did you arrive at that answer?” and more specific questions such as “Do you recall when you first realized that students would find that challenging?”
Characteristic | Number of GSIs |
---|---|
Gender | |
Male | 41 |
Female | 27 |
Year in program | |
1 | 53 |
2 | 3 |
3 | 2 |
4 | 3 |
5 or more | 7 |
Division | |
Organic | 42 |
Other | 26 |
Terms teaching experience | |
0 | 36 |
1 | 19 |
2 | 2 |
3 | 2 |
4 | 2 |
5 or more | 7 |
PCK rating | Description |
---|---|
(0) Incorrect | Answers the questions incorrectly |
(1) Limited | Answers the questions correctly but with no explanation |
(2) Basic | Provides standardized knowledge as explanation |
(3) Developing | Provides standardized knowledge as explanation and elaborates correctly |
(4) Transforming | Uses dynamic and conceptual teaching strategies, includes representations and analogies in response |
Cognitive interviews were transcribed verbatim and coded by one of the authors for the sources of knowledge invoked to respond based on a coding scheme adapted from Hill (Hill, 2008). The Hill coding scheme was modified for the question type (open questions only), the topic specific PCK model used to conceptualize the test questions, and the sources of knowledge that are unique to graduate students (i.e. research as well as teaching) (Table 4). Hills' original code for test-taking skills was not used because the PCK portion of the instrument did not include multiple choice or forced response type questions on which respondents might be likely to apply test-taking skills. The code for “mathematical reasoning” was adapted to “chemical reasoning” and divided between reasoning that originated from knowledge gained through coursework and knowledge gained through research, which is an important distinction between graduate students and pre-service teachers. This type of GTA specific reasoning was observed in Michael's responses:
PCK rating | Description |
---|---|
Topic-specific knowledge of students | GTA conveys familiarity with the challenges students have, knowledge of common errors, or experience explaining a concept that is specific at the topic level |
General knowledge of students | GTA conveys familiarity with the challenges students have, knowledge of common errors, or experience explaining a concept that is not specific to the topic, but is drawn from another teaching experience. |
Chemical reasoning based on experience as a student | GTA uses deduction, inference, or other reasoning to support their answer and connects it to an experience they had as a student. |
Chemical reasoning based on research experience | GTA uses deduction, inference, or other reasoning to support their answer and connects it to an experience they had doing research. |
“I was just thinking about my peers in class and kind of seeing where everyone was and what we all learned as freshman from my institution. That was my reference point.”
“I would say this was from my own experience, especially over-spotting.”
In the first statement Michael's reasoning is based on knowledge gained through coursework, while in the second statement his reasoning is based on knowledge gained through research experience. Finally, the code for knowledge of students was modified to reflect the topic-specific nature of PCK (Mavhunga, 2012) and divided into knowledge of students that arose from an experience teaching that specific topic and knowledge that arose from general teaching experience.
A subset of the PCK and CK test responses were rated and discussed by two other researchers and operational definitions used for each question were revised until greater than 90% agreement was reached. Likewise, another researcher coded a subset of the interview data and the results and discrepancies in data coding were resolved through discussion. Due to the relatively small sample sizes for interviews (n = 5), statistical analysis was not conducted.
Indices | Content knowledge | Pedagogical content knowledge |
---|---|---|
Person reliability | 0.32 | 0.73 |
Item reliability | 0.98 | 0.94 |
Fit statistics (t = −2 and +2) | All scores | All scores |
Item–person maps were generated to provide a visual representation of alignment and spread of a GTA's ability along with the difficulty of the individual test items (Fig. 1). The specific location of a person on an item–person map indicates the probability that this person will correctly answer items of matching difficulty (Bond and Fox, 2013). The distribution in Fig. 1 shows the spread of GTA performance with respect to CK questions. A mean person performance of 2.56 (std dev. 1.41) on content knowledge questions indicates that the overall GTA content knowledge is high. The most difficult question, CKQ4, assessed the conditional knowledge of a GTA (interpretation of a TLC plate), however, more than half of the GTAs had a greater than 50% probability of giving the correct answer. Approximately 75% of the GTAs had a high probability of correctly answering CKQ1, which assessed declarative knowledge (describe a TLC plate that was developed with too high or low polarity eluent). GTAs performed the best on the questions that assessed their procedural knowledge, where about 95% had a high probability to correctly answer CKQ3 (predicting the order of elution) and all GTAs had a high probability of correctly answering CKQ2 (calculating Rf).
The distribution in Fig. 2 shows the spread of GTA proficiency with respect to PCK. The mean person performance was −0.62 (std dev. 1.95), which indicates that GTAs had a relatively low proficiency with PCK. Only 30% of GTAs had a high probability of sufficiently answering questions related to PCK. Predicting what would be challenging for students (PCKQ4) and employing teaching strategies related to improving spotting technique (PCKQ2) were the most challenging questions. Knowledge of teaching strategies (PCKQ1) and (PCKQ3) were somewhat less challenging.
We found that while the majority of GTAs have high levels of content knowledge pertaining to the TLC, the reasoning behind their PCK answers was limited. For example, when asked what aspects of TLC are most challenging for a student to master (PCKQ4), most GTAs identified a challenge (i.e. choosing the right solvent) but few elaborated on why it is challenging. Many GTAs noted that students had difficulty selecting a solvent as an eluent, but not why, as in the following case:
“Finding the most suitable eluting system.”
Only a few GTA responses demonstrated that they understood why students have difficulty with TLC. For example:
“I have found that students had a difficult time grasping the idea that the compounds actually interacted with the silica – the reasoning behind polar compounds sticking and not moving well up the plate without polar solvent.”
Additionally when asked to explain a concept, as in PCKQ1, incorrect notions on the part of the GTA were sometimes uncovered and identified as an incorrect answer with a score of zero on the rubric. For example:
“If a compound has a similar polarity to the solvent it will move with it higher up the plate. Where as if it is not similar in polarity, it will stick to the silica gel and not move.”
This GTA misapplied the general notion of “like-dissolves-like” to the solvent only and failed to address the interaction of the compound with the silica plate. The “like-dissolves-like” heuristic is commonly used to introduce solubility and students who learned solubility by rote memorization may misapply it. In contrast, a GTA who demonstrated PCK for PCKQ1 used non-chemistry terms to personify the dynamic interaction between compound and silica, which may serve to connect to students existing knowledge structure:
“The TLC plate itself is very polar. Very polar compounds tend to be attracted to each other and thus a very polar compound will “stick” to the TLC plate. Non-polar compounds, on the other hand, will not be as attracted to plate and is thus “less sticky.”
![]() | ||
Fig. 3 Scatterplot relating content knowledge to pedagogical content knowledge of thin layer chromatography. |
During cognitive interviews GTAs were questioned about the source of their knowledge in answering each survey question. Using the coding scheme described above (Table 4) each answer was identified as being generated from (1) topic-specific teaching experience; (2) general teaching experience; (3) reasoning from content knowledge gained through coursework or (4) reasoning from content knowledge gained from research. Each question could receive more than one code, if the graduate student indicated that both sources of knowledge were used in answering the question. For example, a graduate student may describe a specific teaching instance, but may also recall the first time they experienced the same issue as a student. Table 6 shows the percentage of each response by category. Sometimes the origin of their response was given spontaneously (i.e. “the students always do that”). In all other instances probing questions were used to elicit responses.
GTA | Dwight | Pam | Jim | Michael | Kelly |
---|---|---|---|---|---|
Topic-specific teaching experience | 78% | 0 | 22% | 0 | 0 |
General teaching experience | 0 | 29% | 21% | 29% | 21% |
Reasoning from coursework knowledge | 17% | 25% | 17% | 8% | 33% |
Reasoning from research knowledge | 0 | 50% | 50% | 0 | 0 |
Number of terms taught | 4 | 0 | 0 | 0 | 0 |
PCK test score | 1.52 | −0.51 | −3.42 | 1.08 | 1.08 |
CK test score | 3.05 | 1.41 | 1.41 | 3.05 | 3.05 |
Each graduate student described a range of experiences that contributed to their responses. Dwight, who was the only experienced GSI to be interviewed had the highest PCK and largely indicated that his response came from specific experiences teaching thin layer chromatography. All graduate students indicated that they reasoned from their own content knowledge. Two of the graduate students related their responses to experiences in which they began learning how to use TLC in their own research and reasoned from these experiences to recognize common errors that students would make. Four of the five graduate students used prior teaching experience related to teaching other chemistry topics to inform their responses.
A positive and significant correlation was observed between PCK and number of terms overall teaching experience and organic chemistry teaching experience (Table 7). These values also demonstrate the convergent validity of the instrument. The correlation between PCK and other factors such as interest in teaching, confidence in teaching ability, gender, students' field of study, or year in graduate school were not significant.
Indices | Content knowledge | Pedagogical content knowledge |
---|---|---|
a p(two-tailed) < 0.001. b p(two-tailed) < 0.01. | ||
Content knowledge | 1 | 0.451a |
Pedagogical content knowledge | 0.451a | 1 |
Number of terms taught | 0.24 | 0.338b |
Interest in teaching | 0.113 | −0.615 |
Confident in teaching | −0.181 | −0.19 |
Gender | −0.133 | 0.324 |
Year in program | 0.175 | −0.148 |
Several key themes arose from our findings that contributed to a more refined understanding of the nature of graduate students PCK. First, graduate students demonstrated a strong content knowledge of TLC, but had relatively low pedagogical content knowledge on this topic. Many GTAs relied on heuristics, such as like-dissolves-like, when explaining the intricacies of TLC to students. Some graduate students demonstrated an incomplete or incorrect understanding of aspects of TLC that may have come about through learning TLC by rote and misapplying such heuristics. This suggests that GTAs propagate rote learning strategies in their own teaching, most likely from reliance on past academic experiences.
Second, our findings are consistent with previous models of PCK in that content knowledge plays a significant role on the development of PCK, as first described by Shulman (Shulman, 1986, 1987). Mavhunga further extended this concept by developing a model to investigate the influence of CK on PCK (Mavhunga, 2012). Consistent with Mavhunga's transformation theory, the small but significant correlation between CK and PCK corroborates the accepted belief that CK is a pre-requisite for developing PCK. Notably, no GTA was found to have high PCK without CK, further suggesting that CK is required as a foundation for PCK among GTAs.
A third important observation is that GTAs with more teaching experience demonstrated greater PCK, even in the absence of targeted training. This finding is consistent with previous literature, which showed that PCK appears to be limited in novice teachers such as GTAs, but does develop through practice and reflection (Lederman and Gess-Newsome, 1999; Davis and Krajcik, 2005). Further, Bond-Robinson observed that when guided, GTAs can develop certain levels of PCK, mainly those defined as lab-management skills (Bond-Robinson, 2005). It is important to note that, although we observed an increase in PCK with level of teaching experience, the PCK of experienced GTAs is still low.
Finally, based on observations from cognitive interviews, it is clear that GTAs draw on a variety of experiences and knowledge to inform their responses. It was found that the source of PCK was primarily due to reflection on personal teaching experiences. No graduate student indicated that GTA training was a source for responding to PCK questions. The experiences reported by GTAs are distinct from K-12 pre-service teachers on which the majority of PCK research has been conducted and for which training methods have been applied. Taken together, these findings underscore the need for a GTA specific model of PCK that can inform the design of GTA specific training.
Very little is understood about the specific nature of graduate students' teaching expertise and the ways in which it is developed. Multiple studies have examined student learning of fundamental chemistry topics (bonding, intermolecular forces, acid–base chemistry) (Taber, 2001; Teichert et al., 2008; Cooper et al., 2010), which are repeatedly touched on in organic chemistry lab courses. Given that graduate students teach primarily at the introductory level, additional work is needed to understand how graduate students teaching expertise is related to student learning of these specific topics.
Score | Student example |
---|---|
(1) Limited: correctly identifies the dependence of compound distance travelled and solvent polarity | “High polarity usually travels faster, so the Rf is usually larger than the low polarity one” |
(2) Basic: correctly identifies dependence and explains using standard knowledge | “With less polar solvent, the intermolecular interaction between the solvent and the compound is weaker, hence the compound might not travel as far as it does in solvent with relatively higher polarity” |
(3) Developing: expands on the explanation | “A compound's is affected by two forces. It is both attracted to the plate's polar groups and it can be pushed up the plate by the polarity of the solvent. Low polarity solvent will push less hard then high polarity solvents. So in low polarity solvents, the compounds will stick more to the plate and move less in comparison to high polarity solvents” |
(4) Transforming CK to PCK: employs an analogy | “If you had two people tugging on you from either arm, with the strength of their pull being the strength of the “polarity”, where do you think you would end up if you had one person significantly stronger in “polarity” than the other? If the two people were equal in “polarity”, then where would you end up?” |
Score | Student example |
---|---|
(1) Limited: identifies a technique for improving the TLC plate | “Make the sample spot at starting line as small as possible.” |
(2) Basic: identifies a technique for improving the TLC plate with standardized knowledge as an explanation | “Multiple applications with time left to dry in between leads to a smaller, more concentrated spot.” |
(3) Developing: expands on the explanation | “By making the mixture you are spotting more dilute you decrease the amount of compound on the plate so your spots are less likely to smear together. Also, by spotting quickly so that minimal amounts of liquid are transferred onto the plate you also minimize the amount of compound on the plate” |
(4) Transforming CK to PCK | No examples |
Score | Student example |
---|---|
(1) Limited: identifies a method for the students to test low vs. high polarity | “Let them adjust solvent mixture based on TLC results.” |
(2) Basic: identifies a method, and provides standardized knowledge as an explanation | “Presence of electronegative atoms often imparts polarity on a compound. Types of intermolecular interactions (hydrogen-bonding, dipole–dipole, etc.) govern the polarity of compounds. Explain to the student the motifs that give rise to certain interactions and why these interactions are strong or weak” |
(3) Developing: uses dynamic teaching, such as drawings | “I would draw out the molecule on the board, and ask them if there is an inherent dipole on the molecule. If there was, then maybe compare it to a solvent they know to be highly polar (water), and ask them to compare the relative strengths of those dipoles. This may give them a better understanding of how polar their solvent choices are” |
(4) Transforming CK to PCK: recognizes student prior knowledge | “Hopefully, their knowledge of polarity and electronegativity differences does exist. If not, start from there. Identify strongly polar bonds such as C–O or C–N and explain if necessary effects of symmetry if discussion dichloromethane vs. chloroform vs. carbontetrachloride. Also identifying polarity changes with length of alkyl chains of molecules. Presenting solvent miscibility and polarity tables that are documented is also a good strategy.” |
Score | Student example |
---|---|
(1) Limited: identifies a way in which TLC might be challenging with no further explanation | “Choosing the right solvent” |
(2) Basic: identifies a way in which TLC might be challenging, and provides standardized knowledge as an explanation | “Finding the right developing solvent to use to get a good separation of solutes” |
(3) Developing: expands on the explanation | “Understanding the importance of dilution, and what gives good separation. It's not all polar or non-polar, it's what is more polar than what” |
(4) Transforming CK to PCK | “Students don't understand that surfaces can be just as reactive as molecules in solution. Especially difficult is the visualization of a glass surface as being ‘seen’ by the solvent as an ocean of hydroxyl groups” |
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