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Q: Where could one find help for elementary linear algebra?

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The answer depends very much on your aptitude, and possibly your interest: there are no absolutes. Some people find calculus easy but not linear algebra and others are the opposite.

Algebra exists to find solutions

how do we find linear feet or inche

Algebra

k is often a constant. We don't know what the constant is, but we know we could find out.

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The answer depends very much on your aptitude, and possibly your interest: there are no absolutes. Some people find calculus easy but not linear algebra and others are the opposite.

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looking they can't of got far

Generally, passing College Algebra (or higher) is required for most degrees. Since College Algebra is difficult, it is not a good idea to start there. Usually, the college won't let you start there. To prepare yourself for College Algebra, you can start with Pre-Algebra. If you find this not challenging enough, the next step is Elementary Algebra. Then Intermediate Algebra. Thus, it is likely that most Freshman start off in Pre-Algebra or Elementary Algebra.

A restaurant owner would most likely find a use for algebra and should be able to solve systems of linear equations (which should be taught in either Algebra or early Algebra II). Pre-Calculus, Calculus, Geometry, and beyond will probably be useless.

I could find no record of a haunting at this school.

An animator has to have knowledge of many applied math subjects. It allows the animator to find unknowns from a simple set of equations and to work out aspects of geometric figures when you are dealing with objects that move and change. An animator uses linear algebra to show the way that an object is rotated and shifted and made larger and smaller- all major actions in animation. The math that is required is College Algebra, Trigonometry, Geometry, Calculus 1 and 2 and Linear Algebra.

The application of linear algebra to economics lies primarily in its use of matrices. A matrix in economics is used as a means to solve a large number of linear equations at once, where the variables are economic indicators and factors. As a whole, then, a matrix represents a transformation from one state to another state, and one can view the economy as a succession of such states. The methods can be extended to linear combinations of non-linear equations, where the entries might be operators rather than numbers. Given the huge number of factors involved, linear algebra has various methods for reducing the complexity of the problem. It also investigates properties of matrices such that one need not always waste time trying to find the precise solutions in order to determine some property of the system. Simulations of systems often use matrices.

Algebra exists to find solutions

Search diligently through the exercises in the first few chapters of an Elementary Algebra textbook. You're bound to get lucky within the first two or three books.

how do we find linear feet or inche

you can find it on google. type in 'algebra answers and it comes up with amzing answers