Good books about Newtonian mathematics.

In summary, good books about Newtonian mathematics provide a thorough understanding of the principles and laws developed by Sir Isaac Newton in the field of mathematics. These books cover topics such as calculus, mechanics, and optics, and explain how Newton's groundbreaking discoveries revolutionized the scientific world and laid the foundation for modern physics. They also delve into the mathematical concepts and equations used in Newtonian physics, making it accessible for readers to grasp the intricacies of this field. With clear explanations and examples, these books are a valuable resource for anyone interested in learning about Newton's contributions to mathematics and science.
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Any one recommend some good books about Newtonian maths, his theories etc, Calculus, Liebnitz ,whatever, or any entry level calculus books? I'm asking on behalf of a friend who wants to get back into maths, so it should be from an introductory level and up?

I learned mine from textbooks, that aren't widely available, ie their university material, so any help would be appreciated.
 
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Werg22 said:
17th century mathematics is obsolete in terms of notation and rigorousness. It would hardly benefit your friend to read such books. I recommend a classic introduction, maybe https://www.amazon.com/dp/0195105192/?tag=pfamazon01-20

My mistake I mean calculus in general. Just introductory stuff. Thanks.
 
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Werg22 said:
17th century mathematics is obsolete in terms of notation and rigorousness. It would hardly benefit your friend to read such books.
I don't think he meant for his friend to read Principia :biggrin: (which, of course, you can get by typing prin... into google).

SD - does he want a popular maths book or a textbook?

e2a: i see a new reply...
 
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J77 said:
I don't think he meant for his friend to read Principia :biggrin: (which, of course, you can get by typing prin... into google).

SD - does he want a popular maths book or a textbook?

e2a: i see a new reply...

He's trying to get back into maths so anything that helps him do that.
 
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The book I recommended will do a good job in that respect, I believe. It's not very expensive and gives good insight on mathematics for people that have either forgotten it or feel weak in it.
 
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Werg22 said:
The book I recommended will do a good job in that respect, I believe. It's not very expensive and gives good insight on mathematics for people that have either forgotten it or feel weak in it.

OK thanks, already recommended to my pal. anything else anyone can think of feel happy to put it up :smile:
 

FAQ: Good books about Newtonian mathematics.

What is Newtonian mathematics?

Newtonian mathematics, also known as classical mechanics, is a branch of mathematics that was developed by Sir Isaac Newton in the 17th century. It is concerned with the mathematical principles and laws that govern the motion of objects in the physical world.

Why are good books about Newtonian mathematics important?

Good books about Newtonian mathematics are important because they provide a foundation for understanding the fundamental laws of motion and mechanics. They also serve as a basis for many other fields of science and engineering.

What are some examples of good books about Newtonian mathematics?

Some good books about Newtonian mathematics include "Mathematical Principles of Natural Philosophy" by Isaac Newton, "An Introduction to Classical Mechanics" by David Morin, and "Classical Mechanics" by John R. Taylor.

What background knowledge is needed to understand books about Newtonian mathematics?

A basic understanding of algebra, geometry, and calculus is necessary to understand books about Newtonian mathematics. Familiarity with concepts such as velocity, acceleration, and force is also helpful.

How can I apply Newtonian mathematics in my daily life?

Newtonian mathematics can be applied in many ways in daily life, such as calculating the trajectory of a thrown object, understanding the motion of vehicles, or designing structures that can withstand specific forces. It is also used in fields such as aerospace engineering, physics, and astronomy.

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