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Why

do i

teach?

This section highlights how:

  • I articulate my philosophy of teaching

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'Be not afraid of greatness. Some are born great, some achieve greatness, and others have greatness thrust upon them’ (Shakespeare, 1601-1602). Education can pave the path to greatness, as learning is one of the keys that opens doors that can enable people to discover truths that will benefit the world and themselves. Since the beginning of time and true in the world today, people are either born into poverty or privilege. If you were born into privilege, you have been destined to transfer your wealth to the poor, a challenge that is most difficult to achieve.  I believe that if you were born into poverty, it is part of your God given mandate to transition out of poverty into a position of privilege so that you can help others like you do the same. Education is the transition tool that facilitates a purpose driven life that can have benefit for humanity.  I teach Statistics firstly because I love the subject matter and I believe that people need to make informed decisions. Understanding and interpreting relevant statistical output will enable people to do so.

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My philosophy in teaching is rooted in my belief system and underpinned by my philosophy about life, that we cannot sit on a couch and watch the life we want on a flat screen, we have to get up, find out who we are meant to be and get on with it. I am a product of the South African Apartheids Bantu Basic and Higher Education system and to me being the recipient of any type of education was and is a privilege. I value people with a lifelong learning mentality, with smart and efficient work ethics, who knows how to utilize what they have in an authentic and honourable manner. There are many people across the world who have not had the opportunity to be educated. In 2000, world leaders hoped to achieve one of the eight millennium goals to provide basic education for all by 2015. By 2012 they knew the education goal was not attainable and consequently, the Sustainable Development Goals (SDG’s) by 2030 was developed. One of the SDG’s is to ensure inclusive and equitable quality education and promoting lifelong learning opportunities for all. I am indeed fortunate to “get to be” an educator, I regard the work I do as a privilege and a blessing. 

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One of my colleague’s teaching philosophy resonates with that of Garrison and Anderson (2003) that students need to learn independently and that learning will be enhanced by the social interactions/discussions with classmates and the lecturer.    

 The literature discussions by Green (2014) presents a good summary of Vygotsky, Piaget and Fuersteins theories, and as I reflect on my own journey, I agree with Vygotsky, that human intellect is socioculturally constructed. Looking back it is evident that my ability, dreams and aspirations were limited to what and who I was exposed to in my household and in my community, and as I exposed myself to more I achieved, dreamed and aspired to be more. I bear this in mind when teaching as I have only had classes that is filled with students from a well-diversified sociocultural background. Piaget and Vygotsky’s mind-set that children should actively participate in their learning resonates with me. It is evident to me that my students benefit from learning from me as the lecturer and also from one another as peers . The design of my learning process is rooted in my belief system and best described by Vygotsky (scaffolding, social Interaction), Feuerstein (collaborative learning) and active participatory pedagogical practices.

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My own scholastic experience motivates me to teach statistics mainly because I want to see my students use their education to break through limitations (if any) people may have imposed on them. I find great satisfaction in telling and showing students how make informed decisions in life, which is something I wish I was told and did.  I want them to have the ability to critically analyse whatever they are presented or have to consider, and then after “counting the cost”, make informed decisions, instead of relying on their emotion or hearsay to do so. For example, in the BUS 132 course I require students to work in groups to analyse a business’s operational processes and sales and then to write a managerial report on their recommendations to improve the business’s service delivery times. In the PUA 613 course students are required to identify a problem area in their place of work or in their community and they then need to do a PowerPoint presentation of their recommendations that will help solve the identified problem (view Assignment Example).

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How

do i

teach?

This section highlights how:

  • I use appropriate and aligned teaching and learning activities which is learner-centred

  • I use technology-enhanced teaching and learning strategies

  • I use a scholarship of teaching and learning approach to teaching

  • I promote discipline-specific reading and writing literacy

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My class structure generally comprises of a ten minute revision of the previous class, forty minute’s new content teaching and 10 minutes summary discussions. I am currently working on a concept map that I will discuss in the beginning of the lecture to give the students context for each new chapter I teach. My pedagogical practice is influenced by how my students learn and usually includes teaching activities such as lecturing, assessments and where possible practical demonstrations. I teach using, verbal, written and visual methods informed by my assessment of student’s prior knowledge. To establish student’s prior knowledge I probe with a short question and answer session prior to lecturing on new content.

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I use multiple methods to represent information hence my teaching activities also includes a colour coded PowerPoint presentations and explanations using the board and also requires student participation in group exercises involving two or more participants during class. I tend to incorporate some humour when explaining difficult concepts which I together with interaction from students break down to its simplest form. I usually use relevant, applicable and current South African based examples to demonstrate the application of these concepts during class and when I do formative and summative assessments. Over time I will incorporate and build on all the strategies (multiple means of engagement, action and expression) of the Universal Design Framework (UDL, Smith 2012) and the Capabilities Approach (CA). I embrace these socially just pedagogical activates as it will give all my students the flexibility and freedom to learn in a way that best suites them.

To me learning has occurred in the classroom, when I observe my students smiling with eyes bright and eager to interact and be part of the class discussions (however, some students still do not interact). During student consultation, I assess the cognitive ability/logic of the student’s when they attempt to solve statistical problems/exercises. 

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I give students feedback on their thinking processes during:

i)   Consultation (feedback is immediate and personalised). 

ii)   Class interaction (group feedback)

iii)  Term tests memo revisions (I go through the memo so they can see where they went wrong/right) 

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Currently I upload all course materials (on a weekly basis) such as the PowerPoint presentations on the UWC statistics webpage (http://www.uwcstats.x10.mx/stats1/) and I have made audio recordings of some of my lectures. Students are thus able to flexibly access the course material at any time and from any location. I find that student’s grasp statistical concepts easier when I use visual props together with verbal explanations. I also use props during a lecture, for example, rolling a set of dice or flipping coins to teach the concept of probability theory. This type of common visual display of the use and application of the theoretical statistical content enhances a students learning ability. Teaching and learning is not limited to the focussed time dedicated in the classroom or on the myriad of e-technological tools available these days, it  very well happens in our daily interaction with life and grossly stems from experience or “on the job” training. We are all a product of our own continuum of prior knowledge that informs our knowledge trajectory. The need to assess my pedagogical competence was sparked during my attendance of the six month course (Towards the Professionalisation of Teaching and Learning) offered to new academic staff at UWC. We discussed the article by Olsson & Roxå (2012), where they argued “that conceptual change in university teaching is supported by systematic scholarly academic development focusing on pedagogical competence”. I will measure the growth in my own pedagogical competence by the growth in my students (when I witness confident students who realise that even while they are learning that they too are producers of knowledge).

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In my view student teacher relationships also have professional and parental components. My students are both “my clients” and “my children”. When students (or colleagues) have administrative requests I deal with them in a very professional manner and I try and respond to their request within 24 hours. I communicate with my students via class notices, e-mails, departmental notice boards as well as website posts. I treat email’s the same way I treat instant messaging (WhatsApp). 

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When there are issues of health or family that adversely affects a students learning ability, I tend to take on a ‘motherly’ role in trying to assist the student I any way I can or am allowed to. Students’ backgrounds in terms of their language, culture, levels of knowledge, social status and household textures are very diverse, it is therefore very important to me to have a good sense of the student class mix I engage with. Depending on the class size I would try and find time to have conversations with students about their aspirations and challenges.  

In 2014 one of my students who were very participative in class did not do well in his term test. When I chatted to him I found out the reason why was because he has been living with his brother and was working part time to support himself and his full time studies, and due to an incident where his brother physically assaulted him he was required to appear in court.  I have an open door policy and it’s important to me that my students ‘feel’ that they can freely approach me with their requests and concerns. I am able to support students by guiding them or referring them to skilled people who could assist them. I also try to make them aware of the opportunities available in the field of statistics and by connecting them with the right people (for example I recommended a PhD student/contract lecturer for a job at a prominent bank in South Africa (view Job recommendation). 

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It was due to my people and organisational skills and my passion for statistics that the School of Government at UWC made a special request to my Head of Department (HOD) that I teach the PUA613 course to 15 delegates of the South African Communist Party in Johannesburg in April 2015 (view to Special request).  

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Teaching comprises of sharing knowledge and facilitating learning (in April 2015 I shared my knowledge on probability theory with approximately 76 Western Cape Education Department teachers). My teaching approach will incorporate participative individual and partner exercises, and environment conducive for me to facilitate their learning.  As a teacher it is of utmost importance to be well prepared for a lesson and to speak with confidence in your field of expertise. I find a conversational style of teaching with an element of humour to be effective. I love telling stories or creating scenarios that is relevant and applicable to the teaching content. The examples used must be of a nature that not only communicates my knowledge but should also be attention grabbing.  Students tend to giggle when I use statistics to explain the probability of marrying the stereotypical “model” or when I use pay scale statistics to give them an idea of what their industry specific income range could be. Where possible or feasible it is ideal for me to visually illustrate examples that would facilitate learning. I create short sayings or phrases in “laymen’s terms” that best describes intricate statistical theorems as I find this to be a great way to activate a student’s decision to want to learn (view How I teach example).

who i teach
how i teach

How

do i assess

my teaching?

This section highlights how:

  • I adopt strategies for quality assurance, including student evaluation

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I ask questions in class to formatively assess learning and if repeating theoretical content will help students learn, I will concur. I draw a lot on my corporate experience to facilitate learning and as a fairly new educator I am of the view that it is also important to practice that which you teach as the best lesson you give comes from your real life experiences. In my role as a quantitative analyst in the bank, I was responsible to predict a division of the banks losses if their clients should default on their residential loans. The quantification of these losses allows me to explain statistical concepts such mean and range etc. and at the same time I am able to explain the basic workings and pitfalls of a home loan product. This could be useful to the students as they might need to acquire a home loan to buy their own house once they enter the world of work. Great teachers should be teachable, have a teaching ability and a teaching agility. 

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In class I try and gauge my teaching effectiveness by observing the looks on the student’s faces, when there is a blank stare, I generally would repeat and if there is active participation and questions coming from the students I know learning is stimulated. When students are able to solve problems, appropriately apply the theoretical knowledge and articulate their learning, I would deem the teaching to be effective. I would also consider my teaching to be effective if students, out of their own accord thank me for teaching them, and also when at least 95% of student evaluation feedback (collected from the course evaluation survey (view Course evaluation) done after the course) is positive. 

A student that was enrolled for the PUA 613 course in February 2015, emailed me to thank me for my guidance and mentoring during the course (view Student thanks). He is a fireman in the City of Cape Town and during the week leading up to the PUA613 final exam he was working on the burning mountain in Cape Town.  To consult with me he had to call me during his breaks while I was at home, resulting in him passing the course with distinction.  I was pleased to know that my short-lived interaction with him made him experience me as more than a teacher. 

 

Table Mountain 2015 fire and the PUA 613 student

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In alignment with my passion to give back to society, I lectured probability theory to 76 Western Cape Education Department educators at Math4Stats (a UWC & Stats SA initiative (view Community teaching) hosted at UWC on 18 April 2015. In my short time as an academic I was encouraged and thankful when I received positive reviews (“You really have a wonderful interactive style with tremendous energy when you lecture (Prof R Blignaut).”) on my teaching style from two of my colleagues (view Peer review) who attended the Math4stats training course.  I will incorporate their advice to balance the interaction so that it does not lead to a class that becomes too noisy, into my teaching practice.

Upon reflection of the last 30 months I realise that facilitating learning is a process that will need to be re-engineered in accordance with technological and ultimately humanitarian advancements.

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The students overall ratings (view student ratings) indicates that my teaching has improved over time, with room for more improvement. In light of their feedback l will find ways to engage students that do not naturally participate in class.  I will incorporate class group exercises to accommodate the students who does not freely interact during class discussions and will I walk around class to engage with them one on one. During the last ten minutes of the lecture I will create a platform where students can learn from one another by allowing them to articulate what they have learned in their own words. Before the end of the lecture, I will give a high level summary of the lecture.

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In my self-evaluation, I have indeed grown in my statistical knowledge and in the confidence to share this knowledge. I can definitely do more to benefit from the technology that will enhance my teaching methodologies. In 2018 I organised a “Maths for Stats211 Bootcamp” (view Bootcamp details), as the students were struggling with mathematical components of the STA211 course. I was very pleased to see that it had a positive impact (in 2017, STA211 had an exam qualification rate of 68% and in 2018 the exam qualification rate was 89%). My PhD research will also benefit the students as I will find ways to incorporate my learning (in an appropriate level) to enhance their learning.

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