In this post I’ll be proving to you that:

Firstly, I’ll say that:

And also that:

If this is the case, then:

And as this is in the form:

I would have to conclude that:

Hence, I have my proof.

In this post I’ll be proving to you that:

Firstly, I’ll say that:

And also that:

If this is the case, then:

And as this is in the form:

I would have to conclude that:

Hence, I have my proof.

In this post I’m going to be proving that…

So, here I go…

Wait for it…

This expression for the golden ratio is quite common, however, before I produced this post – I think it would’ve been very hard to figure out how to derive it from scratch. There aren’t many quirky proofs like this one on the internet – I am quite certain. I hope you liked reading this post! ðŸ˜€

Prove that:

Proof:

Second Proof:

Prove that:

Proof:

Second Proof:

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