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by MrBlueSky 5798 days ago
Could the material in this book be reasonably accessible to somebody who has no calculus experience?
4 comments

The pre-reqs for the accompanying class include both single and multi-variable Calculus, as well as differential equations.

http://ocw.mit.edu/courses/mathematics/18-01-single-variable...

http://ocw.mit.edu/courses/mathematics/18-02-multivariable-c...

http://ocw.mit.edu/courses/mathematics/18-03-differential-eq...

It's a long road, but a very rewarding one. Good luck.

No, not at all. The first equation is an integral.
Classical mechanics bears approximately the same relationship to calculus that calculus does to first-year algebra. You have to have a very good grasp of calculus to appreciate, or even survive, classical mechanics.
Wasn't the reason Newton invented calculus so that he could calculate mechanics (i.e. Newton's Laws)?
if you mean calculus as taught today --no-- newton did not invent that calculus -furthermore- in newtons book known as -principia- newton does not use -calculus- in any shape or form to -calculate- orbits - newton uses only proportions -- but feel free to downvote me for daring to -question- such a cherished -myth- instead of reading -principia- for yourself
I tried, quickly got lost, and started learning calculus as a result. I still need to get back to SICM.
Calculus on Manifolds by Spivak is a good book to read before (the first few chapters anyways).