hellbike
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I would like to use book for calculus, but I'm not sure if it cover my "math analysis" course.
And i can't tell that from reading content... So i'll give you some examples of assertions(or definitions), and you tell me, if they are discussed in "Calculus" by Michael Spivak.
Three series theorem
Both, Cauchy's and Heine's definition of limit.
Assertion about two functions(if we got two functions and one is greater (>), and the less one limit is inf, then bigger function limit is also inf)
L'Hôpital's rule
Taylor's theorem
functional maxima and minima
indefinite and definite integral
integration by substitution
And i can't tell that from reading content... So i'll give you some examples of assertions(or definitions), and you tell me, if they are discussed in "Calculus" by Michael Spivak.
Three series theorem
Both, Cauchy's and Heine's definition of limit.
Assertion about two functions(if we got two functions and one is greater (>), and the less one limit is inf, then bigger function limit is also inf)
L'Hôpital's rule
Taylor's theorem
functional maxima and minima
indefinite and definite integral
integration by substitution