Context is all (Margaret Atwood). Does this mean that there is no such thing as truth?

Authors Avatar by fitths (student)

5

‘Context is all' (Margaret Atwood). Does this mean that there is no such thing as truth?

What is truth and what is true? Is there such a thing as a truth or just what we perceive
to be true at any given time? There are some circumstances where truth is certain. I am
sitting in my study and I am writing my essay. This statement is true and hardly
refutable unless we try and argue that all we see and feel is what our senses perceive.

What the question is asking is whether there is such a thing as universal truth, a
statement which cannot be refuted regardless of the situation, and which holds true
across time and place.

The definition of truth is that something is true always, everywhere and is independent
of belief. There are three tests for truth, the first of which is proof by inductive logic, the
second by actually testing a truth and the third being pragmatic. In George Orwell’s
dystopian novel ‘1984’ a character states 2+2=5. We know this not true and can say
immediately that two and two make four because this is what is mathematically
accepted when we add up the definitions of two and two. Therefore this is
a-priori truth

and a deductive syllogism. No matter what context we put this statement in, it will 15
always be true, be it in the addition of two items (such as a sock and a piece of gum) or
in a mathematical formulae as shown above. In other words, this statement is always
true. However this kind of truth is only relevant in certain - mathematical - contexts. In
other contexts, there is no such thing as absolute truth.

10

1


GodeFs1 Incompleteness theory shows us that even in a mathematical context, absolute        20

truth is not possible. He claims that in any rational formulaic sentence there is point of improvability. ‘This statement is improvable’2 if one was to prove this statement then it would reiterate its meaning whereas not proving it simply proves that it is improvable.

Join now!

What we can deduce from Godel’s findings is that even in a mathematical context, a

formula of rational a-priori numbers can be formulated in such a way that they are        25

untrue.

Perception is important when deciding a truth, particularly in the arts, including

literature, poetry, music and visual arts. Perceptions have changed over time, and what

was once thought beautiful may no longer be considered so. Similarly, some kinds of

truth can be contextual depending on time, point of view and place. For example,        30

Indonesia is famous for its Gamalan musicians. The instruments are tuned to different

scales from western instruments ...

This is a preview of the whole essay