What's the difference between  Abstract algebra, Linear Algebra, Boolean Algebra , or College Algebra?
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Abstract algebra is the field of mathematics concerned with the study of algebraic structures, such as groups, rings, fields, modules, vector spaces, and algebras.\nLinear algebra is the branch of mathematics concerned with the study of vectors, vector spaces (also called linear spaces), linear transformations, and systems of linear equations in finite dimensions.\nIn abstract algebra, a Boolean algebra is an algebraic structure (a collection of elements and operations on them obeying defining axioms) that captures essential properties of both set operations and logic operations. Specifically, it deals with the set operations of intersection, union, complement; and the logic operations of AND, OR, NOT.\n\nCollege algebra covers Algebraic operations, Equations and inequalities, Functions and their properties, Number systems and operations.\nThe easiest one is College Algebra
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It usually goes prealgebra, algebra, geometry, algebra 2, precalculus (sometimes broken down by college algebra then trigonometry), then calculus 1.  Now, though, the new thing seems to be a thing called integrated mathematics, which simply goes integrated math 1, integrated math 2, and integrated math 3.  This new math combines all math classes and presents a harder and more in depth view of each as the classes advance.  I hope this helps.
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Now keep in mind I am a recent college graduate...but I remember when I took Algebra 2, I struggled some...ended up with like a B (I think..hard to remember those details).  I did much better with Geometry though-so thats cool. I enjoy math though-isn't that ironic? I did very well in college though.
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the first three should be just a lot of homework calcs will probably be harder, if you do good in clac 1 then u should do the same in others, differential equations is easier especially if you take it after all your calcs, business statistics is basic concepts of stat which is pretty easy. now programming languages which is my especialty, fortran is by far the easiest language but it is used now only in the fields like nuclear, mechanical, aerospace engineering but nowing it will difenitly make learning other langualges a lot easier, c++ is much more complicated but much more useful, java is less complicated. hope it helps
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Bachelor of Science, Bachelor of Business Administration, Bachelor of Arts\nThe difference is, you take mostly the same classes for your major, but you have to take other classes to qualify for the degree.  For BA, you need foreign language, for BS more computer science (like 1-2 classes, not much) and math.  And the other guy was right, it does depend on the school.
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Abstract mathematics is a huge field, with many parts. I would say, the simplest way to think about is that it is not focused on applications, like problems from engineering, or physics, or chemistry or economics. The problems in pure math, or abstract math, come from the field itself. \n\nIn real math, there is very little done with arithmetic. It all is about constructing rules for systems, called axioms, and then finding out what the implications of those axioms are. The main activity is doing proofs, which can be very challenging. \n\nIt includes things like set theory, and number theory. \n\nAnd for 2+2=5: if you set up your axioms the right way, you can prove anything. For example, what do the symbols 2, +, = and 5 mean anyway?
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ALGO\n\nAlgo is an algebraie programmed language.\n\nClick on the URL below for additional information concerning ALGO..\n\nen.wikipedia.org/wiki/ALGO - 13k
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Brackets, Orders, Division, Multiplication, Addition, Subtraction.\nIn some countries its BEDMAS, where E is exponents.
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algebra is a broad topic. try to go back to ur notes and look for the formulas that your teacher has given to you. better to stick on what is in your notes and textbooks. try this also, ask someome who has taken this subject before...his information might help you...good luck.
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Try\n\nhttp://www.wtamu.edu/academic/anns/mps/math/mathlab/col_algebra/index.htm\n\nYou can also try http://www.helpalgebra.com\n\nGoodLuck!
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All universities that offer courses in Computer Science or I. T. will insist you to take Math as a core subject. The Math involved is not really hard, just different as it will concentrate on teaching you calculation procedures you will need to manage and control programs, networks, mainframes, etc. A large number of people are turned off by Pure Mathematics because it is so abstract (but it has to be to qualify as "pure"). The math you will learn on a Computer science or I.T. course are practical, almost like learning how to program or how to solve a problem. You should regard it as a set of procedures you will need.
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You should learn algebra to be good at solving problems involving chemical reactions, balancing chemical equations, and pH/ionization questions. Chemistry involves a fair amount of algebra, while physics involves a fair amount of geometry and trigonometry.
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Try some good books.I found integration n diffrentiation the most easy ones.Solving quetions from it always used to relax me from boring linear n modern algebra.\nThere is no shortcuts to learn them but if u try hard on it u will find it the most shortcut thing in maths.\nGood Luck:)
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i do not recommend it unless you want to take lots of advanced math classes in high school\n\ni started to take algebra 1 in 8th grade, but it was too hars, so i dropped back to pre-algebra\n\nin 9th grade, my algebra class was easier because i had learned more and was in a regular class\n\nyou could drop back, or stay in it, it drop it. UNLESS, you want to take calculus or trigiometry in high school
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Algebra is a branch of mathematics concerning the study of structure, relation and quantity. The name is derived from the treatise written by the Persian mathematician Muḥammad ibn Mūsā al-Ḵwārizmī titled Al-Kitab al-Jabr wa-l-Muqabala (meaning "The Compendious Book on Calculation by Completion and Balancing"), which provided symbolic operations for the systematic solution of linear and quadratic equations.\n\nTogether with geometry, analysis, and number theory, algebra is one of the several main branches of mathematics. Elementary algebra is often part of the curriculum in secondary education and provides an introduction to the basic ideas of algebra, including effects of adding and multiplying numbers, the concept of variable, definition of polynomials, along with factorization and determining their roots.\n\nAlgebra is much broader than elementary algebra and can be generalized. In addition to working directly with numbers, algebra covers working with symbols, variables, and set elements. Addition and multiplication are viewed as general operations, and their precise definitions lead to structures such as groups, rings and fields.
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For a carefully structured, coherent, and comprehensive course of discrete mathematics, the approach is traditional, deductive, and straightforward, with no unnecessary abstraction. It is self-contained including all the fundamental ideas in the field. It can be approached by anyone with basic competence in arithmetic and experience of simple algebraic manipulations. Students of computer science whose curriculum may not allow the study of many ancillary mathematics courses will find it particularly useful. Mathematics students seeking a first approach to courses such as graph theory, combinatorics, number theory, coding theory, combinatorial optimization, and abstract algebra will also enjoy a clear introduction to these more specialized fields. You will want to present descriptions of numerous algorithms on a form close to that of a real programming language. To enable students to develop practical programs from the design of algorithms. Students of mathematics and computer science seeking an eloquent introduction to discrete mathematics should see the the source for further information.
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There are two seminar papers by Magnus Hestenes that should give you a good start:\n\n"A  Ternary Algebra with Applications to Matrices and Linear Transformation"\n\n"On a Ternary Algebra"