Any textbook on elementary real analysis that has many and good exercises?

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I'm currently undertaking a first course in Real Analysis. My course uses the textbook Understanding Analysis by Stephen Abbott.

The textbook is readable for my level but it does not come with many exercises.

Anyone knows of a similar textbook or other resource that provides plenty of good exercises?

I'm going to use it just for the exercises.

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I warmly recommend:

Tom M. Apostol: Mathematical Analysis (Addison- Wesley)

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I'm currently self-studying introductory real analysis and am using Numbers and Functions: Steps into Analysis by R. P. Burn.

I have tried other books before but since I am not very experienced with rigorous mathematics I couldn't find something at my level. Numbers and Functions is a great book which I am making progress with. The whole book is just problems and focuses on guiding you to build up the theory.

It also comes with solutions to almost every single problem. This is invaluable for someone like me relying on the book for the majority of instruction. It makes checking progress easy and prevents any big misunderstandings.

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You can find lot of interesting problems in the book ' Real mathematical analysis ' by C C Pugh. Even the book is quite good in its approach towards subject. Also, I like to recommend the book 'Real Analysis' by N L Carothers .