Non-rigorous (maybe a good pop-math) book about real analysis?

Question

I am reading a real analysis book at the moment, but I feel the lack of something I believe that could be a good feature: Historical remarks about the concepts and also some chat about how those concepts are interconnected. I'm self-studying and most of the time I don't have someone to talk about those concepts - I would like to read some insights about the introduced concepts.

The only book I know that is similar to what I'm look is Analysis by Its history. Are there more books such as this one?

I'm reading Derbyshire's Unknown Quantity - for example. It would be nice to have a resource that talks about the concepts in analysis such as this book. I'm not looking specifically for a textbook on real analysis, it could be a non-serious book to be read together with a textbook. It's nice to have an idea of how the things are interconnected without spending hours trying to grasp the precise meaning of the concept.

Answer 1

The Calculus Gallery by Dunham is great.

Answer 2

There was another user who posted a nice suggeston:

• David Applebaum's: Limits, Limits Everywhere.

But he erased his answer for unknown reasons. I've reposted so others can see the suggestion. I've also discovered some other books which are nice examples similar to what I was looking for:

• From the Calculus to Set Theory 1630-1910:An Introductory History.

It discusses the historical motivation of calculus and the rising of analysis. Another really nice book is:

• The Real Numbers: An Introduction to Set Theory and Analysis.

It is a perfect introduction to analysis, full of historical remarks and motivation for the topics given in the book. A really astounding book!