My Two Most Important Aspects of TOK

How do we know what we know?

Most of our academic knowledge we have learnt through classes and textbooks, however, the interesting part is when we delve deeper and consider how we know what is good or bad, right or wrong and why in fact those distinctions were made in the first place. As children you’re taught in black and white actions are either right or wrong, good or bad, however as you grow you start questioning these distinctions if lying is wrong then how is a white lie a kindness when being kind is good. Or if stealing is wrong then why did it seem good when robin hood stole from the rich and gave to the poor, as these distinctions between right and wrong start to blur and a grey area appears it is important to question not only our reasons behind them but the reasoning behind those who taught us these concepts.

From a scientific perspective discovering more about how we retain and gain knowledge can help us more efficiently learn concepts and theories as well as allowing us to develop more effective revision techniques causing us to perform better in academic conditions such as exams but also in our daily lives as it enables us to be more empathetic and understanding of other people and their perspectives which only benefits society and ourselves.

And are our reasons good ones?

I find this aspect the more important of the two as developing the habit of thoroughly thinking things through will be beneficial throughout our everyday lives, and the ability to question not only what we are told to believe and hold as certain but ourselves and our reasoning (or lack of) behind our actions, will result in us having a deeper understanding of both the knowledge and ourselves. Questioning what we are told will also act as a filter against those who are trying to make you believe in the concepts they are putting forward without any solid evidence behind them, which we are constantly bombarded with through the mainstream media. This will also cause us to develop the habit of efficiently analysing the ‘studies’ supporting many concepts that people believe such as vaccinations causing autism or global warming not being real because it is snowing outside, this skill will prevent people from falling for these claims as when you take a proper look at the so-called evidence backing them up you realise that they are completely insubstantial and unsupported.

Challenging our reasons for believing in concepts will serve only to benefit us as it will cause us to analyse them in detail and see if they really align with our beliefs and values and if in fact we have better reasons for believing in them instead of the common ‘I was told to’. This will either strengthen our belief in such concepts for example our faiths or moral values or force us to rethink our motives and find what really fulfills us which will result in a happier, healthier lifestyle.

My Top 3 TOK Conceptual Understandings

  1. Knowledge is based on a combination of the sciences and arts but what defines knowledge varies from person to person due to differences in perception and interpretation.
  2. What people define as knowledge tends to be less based on certainty than belief in a scientific theory or an individual’s faith/religion
  3. The Arts often give stronger claims to a person’s idea of truth than scientific knowledge as they are based in perception and creativity as opposed to the constricts of a scientific theory

Maths & Me

Hi, my name is Saniya and over the past two years I’ve been enrolled in the CIM (Cambridge International Mathematics) IGCSE course.As a whole I didn’t find this course very challenging, although certain topics took longer to grasp, but I did enjoy the maths involved. I have found that in class the repetition of the same questions format becomes very monotonous and I quickly lose interest in the subject material but in exams I usually perform well. I am eager to try my hand at HL Mathematics as this course is sure to be far more challenging and really test me as a mathematician however I am nervous due to the fact that the vast majority of my class has an Additional Mathematics background and therefore grasp of topics and theorems that were not covered at CIM level, as this could place me at a disadvantage.

Over the years I find that I learn concepts best when the teacher explains it during class and I practice and develop my understanding through practice questions of varying difficulties. However for revision I usually find it most effective to try and work out the problem for myself and only refer to notes and examples when I’m really stuck. I have also found it useful to leave a problem when I haven’t been able to crack it and return to it after solving another question as it usually clears the frustration and allows me to work more efficiently.