Wednesday 26 August 2015

Professional Studies TSDA 2, Further Challenge

Child and Adolescent Development

Activity 1

Goswami* (2008) identified three types of learning. Here are my reflections on my understanding of the three types of learning.

  • Learning by imitation
As a mother to a four (going on fourteen) year-old girl I have had the pleasure to watch her develop and learn from birth. One of her first spoken imitations took me by surprise-


She does not know what she is saying, but is listening to me and imitating the word 'tickle'. I never made these videos with the intention to analyse them in this way. I am simply another parent who's love for their child makes me want to record things as they have been. And I'm really glad I did - time passes too quickly with little ones.
  • The ability to connect cause and effect - explanation

She has learnt that by stamping in puddles will cause a splash - just don't forget your welly boots.
  • Associative learning - analogy
Following this puddle splashing session she was uncomfortable with her trousers being soaked. She was developing an associative learning with puddle splashing. Recently she has said to me - "I'm not going to go into that puddle because I might get wet". This is an example of associative learning in very young children.

As a mother I have an understanding of these types of learning and appreciate the importance of each stage. I have a particular interest in the development of speech and social skills in order for children to feel included and have good self-esteem.

*Usha Goswami b. February 21, 1960
Usha Goswami is Professor of Cognitive Developmental Neuroscience at the University of Cambridge. Goswami's work is primarily in educational neuroscience. Wikipedia

Activity 2

The child's version of Maslow's Hierarchy of Needs


  • How might this theory about human motivation impact upon a child's cognitive development?
As discussed in Mary Stephen's lecture 'Child and Adolescent Development', the human brain grows most rapidly between the ages of zero and three. Needs that are not met at these stages will affect the fulfilment of needs at the top of the hierarchy. In order to make a solid pyramid, you have to have solid foundations; then you can climb to the top and beyond. If a child comes to school without breakfast and is hungry, they will struggle to concentrate. Video: Feeding our Children. If a child comes to school feeling unloved and from an insecure home, this will undoubtedly effect their learning. As a practitioner, understanding the stage/situation each individual child is at/in, and building upon it, will help to improve cognitive development.
  • How might/should understanding this theory impact upon early childhood education and care?


Early childhood education should reflect these goals. As a mother I see the nursery education and care my daughter receives and how this theory is upheld. During the three hour sessions children receive a snack, are made to feel secure, communicate and interact with other children in order to build self esteem and self-actualization. Ideally, the pyramid theory should be reflected not only in education but in family units too. Sadly, this is not always the case. In primary schools breakfast clubs are an example of how childhood education are recognising and realising the need for the fundamental physiological requirements of children. The clubs provide support parents who may have working responsibilities prior to school commencement.

Activity 3

'Determinism' - to be continued.

Math's TDA and Lockhart's Lament


I have been tackling the latest TDA, this time Mathematics (the one I have been dreading). We had to complete two Diagnostic tests to highlight areas for improvement. Cue breathlessness, sweaty palms and a raised heart rate. What if I don't get the questions right? Will other students be able to see my results?? Will I receive an email notifying me that my maths skills are atrocious and I have, in fact, been thrown off the course???

"What we need are notions, not notations" - Gauss (1777-1855)

About an hour later the tests have been completed (anonymously) and I received an acceptable percentage. Memories washing over me of school days in silent classrooms repeating formulas and learning from text books. I had an excellent maths teacher at secondary school, it was the school's (and government's) approach to grades and testing that put me off. I was in the bottom set maths division- dunces together; but Dr Mirza treated us as equals. Maths wasn't always hoops to jump, it was to be enjoyed. I still remember the joy of working through simultaneous equations and how it tickled my brain in the way that only real learning does.
Hypothetical learning trajectory - Landscape learning

Approaching mathematics from the teaching perspective does make me wonder if I have the skills to teach it. It's been ten years since I sat in a maths class, will I be able to remember and improve upon the skills I learnt oh so many years ago? Determined not to let these thoughts overwhelm me, I decided to soldier on with the remaining tasks in the TDA- extensive reading. Fosnot & Dolk's The Landscape of Learning (2002: chap 2) and Boaler's What's going wrong in Classrooms? (2009 chap 2). Again my mind is filling up with memories from secondary maths, reflecting upon the ways in which I was taught and the opinions of these two texts. Finally, the last reading assignment:

A Mathematician's Lament by Paul Lockhart 2009

If you, like me, remember dragging your heels along to maths class, feeling like you were a 'can't do' rather than a 'can do' * and even though you felt some interest, you were generally beaten down by the whole concept of 'maths'- then you need to read this article. Get comfortable - it's fairly long, but it's worth it. I can say quite plainly that it has changed my attitude to mathematics. It's ignited the creative spark inside me that I once felt for simultaneous equations, rejuvenated my curiosity and instilled an excitement for maths that I thought was long gone. Lockhart had me nodding and laughing to myself, inspired by his approach to teaching mathematics to a class. That, coupled with the other two texts given to us has re-enforced my understanding of the importance of class collaboration, active discussion which is student led, allowing learners to take ownership of mathematics problem solving and recognising that learning is not linear. It really IS a landscape. This certainly provides challenges from a teaching perspective and skills to be developed. I aim to develop, improve and become confident in my maths skills in order to have a fantastic pedagogy, to be a creative mathematics practitioner. I'm excited about maths! And it's so wonderful to feel that again- I had forgotten!

"If you can't be real, than you have no right to inflict yourself upon innocent children"
- P. Lockhart


* Boaler 2009