There is something captivating about numbers: even for those who do not care about the subject of maths. This is not only to do with addition or doing simple maths. Instead, this has to do with their effect on forcing people to act.

With statistics being central to data analysis, it is no wonder that it has become a compulsory subject for many social sciences disciplines. But is it possible to do statistics without maths? This is what this post is going to address.

How much level of faith do you put in what the public generally holds as true? Or, how much level of faith do you put in whatever you read? This post is going to reflect on what the P-Value is, and its implications on a null hypothesis.

Isn't it ironical that in the age of Big Data, the world is deluged not in factual claims but in a torrent of disinformation? How can you shield yourself against the lures of conspiracy theorists, rumourmongers and half-truth tellers?

Even though you may not be a mathematician, yet the moment you engage in research, you are bound by its rules. So how do we do statistics on a computer?

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