![]() If your proof has these features then it is correct, whether or not it resembles the authors proof. Unfortunately I dónt hink there aré many, if ány, books that méet all your réquirements.Ī proof is a sequence of statements that begin from the given information and follow logically, each one from the previous ones, and end with the desired final statement. ![]() I dont know of many books that show you how to do the proofs in the solutions, but I have been told that Halmos Linear Algebra Problem Book is like that. The best way to learn how to do proofs is to study many of them. Allendoerfer And Oakley Principles Of Mathematics How To Do Proofs My suggestion would be to learn proofs and basic maths (algebra, trig, etc.) seperately.įor proofs there are many books, such as Hammacks Book of Proof, which the author has made available for free ( direct link to pdf ). Gilbert Strang, oné of my móst favorite teacher óf all time Góod luck. With that in mind, are there any other basic mathematics algebra geometry precalc trigonometry books with the same level of rigor but also provide comprehensive explanations and answers to exercises Thank you. Allendoerfer And Oakley Principles Of Mathematics How To Do Proofs.Allendoerfer And Oakley Principles Of Mathematics Professional Mathématician But.
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