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Divyani
- Rate £8
- Response 1h
£8/hr
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- Maths
- Algebra
- Arithmetic
- Geometry
- Logic
Enhance your learning with me with conceptual understanding logical , Algebraic,basic and Mental Math,etc.
- Maths
- Algebra
- Arithmetic
- Geometry
- Logic
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About Divyani
Mathematics is a kind of language (in fact, it is many, many different but interrelated languages), and so there are parallels between learning mathematics and learning languages. Enhance your learning and Clear your basic to advanced concepts like algebra, geometry, logical reasoning .
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About the lesson
- All Levels
- English
All languages in which the lesson is available :
English
In what order should I learn math from basic algebra to advanced topics?
In order:
Basic algebra or algebra 1
Geometry
Algebra 2
Precalculus 1. (Trigonometry)
Precalculus2
Calculus1 differential
Calculus 2 integral
Statistics
Calculus3 multivariable
Calculus 4 applied
Advanced calculus 1 and 2
History of mathematics
Linear algebra 1 and 2
Abstract algebra
Number theory
Set theory
Logic
Differential equations
Introduction to analysis
Real analysis 1 and 2
Complex analysis 1 and 2
Differential geometry
Modern algebra 1 and 2
Combinatorics
Chaos or fractal theory
Once you get pass calculus 4, the cookbook math ends and the real math begins. ……in my opinion
I want to start mathematics from scratch. What should I begin with? What is the order in which I should study the various branches of mathematics?
I am learning math by myself. In which order should I study full math?
In what order should I learn the topics of mathematics?
I am 25 years old with no math background and I want to learn advanced mathematics as quickly as possible. Is it too late for me to be successful?
In what order should the following math topics be studied?
Depends on what kind of math you want to pursue but here is what you have to do to become a fully fledged mathematical physicist. Just in case you are wondering, mathematical physics is in the branch of applied mathematics in most schools.
Essential Mathematics for any math field:
Basic Algebra aka High School Algebra I
High School Geometry
Advanced Algebra aka High School Algebra II
College Algebra with Trigonometry
Calculus with Analytic Geometry I
Calculus with Analytic Geometry II
Multivariable Calculus and Vector Calculus aka Calculus III
Basic Mathematical Proof Class
Linear Algebra
Introduction to
If you had to teach yourself math from basic algebra to high level mathematics, what would be your strategy?
I am a graduate of mathematics and theoretical physics, and a life-long self-learner in these subjects, so I think I have a lot of experience in this area.
To answer the question….
It all depends what the questioner means by 'want[ing] to become very good at math'.
How do you define 'very good'? And what sort of mathematics do you want to learn, and why?
Let's address the second question first. With any learning activity - and particularly with self-directed learning - it is important always to have the objective of that learning in mind, firstly so that you can plot an efficient course towards it (thereby hopefully avoiding wasting your time on unproductive detours and irrelevant distractions), and secondly so that you'll know when you have reached it.
Mathematics is a kind of language (in fact, it is many, many different but interrelated languages), and so there are parallels between learning mathematics and learning languages.
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- £8
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- 5h: £40
- 10h: £80
online
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