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PreCalculus Homework Help Secrets
Better PreCalculus Grades-Less Effort

Need Help with Precalculus?

Advanced Algebra just not your 'thing'?

Spending too much time on struggling with Quadratics and Logs?


Well... Help is just a few clicks away !

We will take you through the basics - from understanding rational and exponential functions and logarithms to polynomials and complex numbers.


Precalculus Dictionary

Precalculus Dictionary

One of the challenges of mastering a specific area of mathmetics is to know and understand the specific terms and words routinely used in the specific discipline. We have put together a Precalculus Dictionary of basic definitions of all the important terms and words you will need to understand and master the advanced algebra skills of precalculus.

Click Here to find definitions of key Precalculus Terms



Rational Functions Rational Functions

A rational function is by definition a fraction in which both the numerator and the denominator are polynomials. This section starts with the simplest rational function f(x) = 1/x and proceeds to more complex rational functions, how to graph them and determine their asymptotes.

Click Here for Help with Rational Functions



Quadratic Functions Quadratic Functions

Some of the most critically important and useful functions in applied mathematics are the Quadratic Functions. These functions are of the general formula f(x) = ax2 + bx +c and are widely used to create mathematical models of many natural processes and phenomena

Click Here to learn the secrets of Quadratic Functions



Transformations

Transformations

In many areas higher math it is necessary to develop graphs of complicated functions. One of the most powerful techniques in graphing complicated functions is to start with the simplest element of the function and transform the graph of the simple function step-by-step. This section shows you the secrets to this powerful technique.

Click Here to learn Transformation of Functions



Polynomials

Polynomials

A polynomial is a generalized algebraic expression which contains only variables with whole number exponents and constants. The general form of a polynomial of the is f(x) = anXn + an-1xn-1 + an-2xn-2 + ... + a0. A first order polynomial (n=1) is a straight line. A second order polynomial (n-2) is a quadratic function.

Click Here to master Polynomials



Dividing Polynomials

One of the secrets of mastering polynomials is to understand how to divide one polynomial by another. In this section we show you how to do this by long division.

Click Here to learn Dividing of Polynomials



Synthetic Division

This section shows you a short cut method to dividing polynomials which is much simpler and faster than long division.

Click Here to master Synthetic Division of Polynomials



Complex Numbers

Complex Numbers

Complex Numbers, sometimes called 'Imaginary Numbers' are defined as any n umber which contains the square root of -1.

Click Here a clear explanation of Complex Numbers



Asymptotes

Asymptotes

An asymptote of a function is defined as a line that the function gets closer and closer to as one travels along the line. The function is said to 'asymptotically approach' the line.

Click Here for the secrets of Asymptotes



Exponential Functions

Exponential Functions

An exponential function is defined as a constant 'a' (a>0) which is called the base raised to the power of x which is called the exponent. The general form of the exponential function is f(x) = ax.

Click Here to learn all about Exponential Functions



Logarithms

Logarithms

A logarithm is an exponent. It is the exponent needed to produce a specified number. More specifically a logarithm is the exponent to which a selected number, called the base, is raised to yields the specified number. For example 103 = 1,000 and 3 is called the logarithm to the base 10 of 1,000.

Click Here to learn the secrets of Logarithms



Logarithmic Functions

A logarithmic function is any function that contains a logarithm in at least one term.

Click Here to learn how to work with Logarithmic Functions



Laws of Logarithms

One of the secrets to effectively working wit Logarithms is to master the specific Laws of Logarithms which are simply the rules for carrying out the basic operations of arithmetic on Logarithmic Functions.

Click Here to learn the Laws of Logarithms



Pre Calculus Tutor

Pre Calculus Tutor

Even with all the Precalculus Homework Help Secrets provided here on this website, sometimes you just need the one-on-one help of a Pre Calculus Tutor.

Click Here to learn about On-line Pre Calculus Tutoring



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