First find the average rate of change for a value of x and y for more the one value pair, once you have two rates of »

Exponential functions follow the sames rules as exponents, meaning those rules carry over. Example of a exponential function Where the following apply »

If we truly have a one to one function then only one value for x matches one value for y, so then y has only one »

First determine if it's a function to begin with, once we know that we are working with function to determine if it's one to one. Then »

Finding composite functions is like a puzzle you have to be able to pull parts of the function that composes another function. In Calculus you do »

If you recall back to what a composite function is, it states that the domain is the set of all real numbers that composes both functions. »

You must have more then one function to compose a composite function. Given two functions f(x) and g(x) you can create a composite function »

To determine if you are working with a rational function, take a look at the function first it should be in this form Where n(x) »

In order to graph an equation of a circle we must first understand how to come up with the standard form of an equation of a »

Think about imaginary as another type of number, for example 1 is an identity number anything multiplied by 1 gives you back that same number. With »

What are the difference between Speed and Velocity? They are not the same thing but are similar. All that velocity is speed with a direction. Speed »

This is possibly one of the most elegant and yet beautiful equations that are applicable in just about any part of science or mathematics. »

To test for symmetry we have to check three parts for symmetry x-axis, y-axis, and the origin. x-Axis replace y by 􏰁-y in the equation and »

The title of this post is probably a bit confusing specially the quadratic form part of it. What exactly is an equation of quadratic form anyways? »

A notation for representing an interval as a pair of numbers. Parentheses and/or brackets are used to show whether the endpoints are excluded or includeded. »

How is the function changing? and by how much is it changing? every single time the pendulum swings? We we have to be able to understand »

It's simple, think of a graph that you know how to graph for example. we know this is just a straight line. With transformations we will »

The slope intercept form is a simple way we can put our equations in to help us quickly see how steep the line is and where »

This points can be found a graph where the line crosses at the x axis. You can quickly find this point by letting x = 0 in »

This points can be found a graph where the line crosses at the x axis. You can quickly find this point by letting y = 0 in »

It's easy just create a table value pair by entering x values into the function and magically you will get y values back from the function. »

The mid point formula, is a formula that let's us determine where is the center of two given points. »

The distance formula helps us determine the distance between two points, this equation is the same one as the one that we use to calculate a »

You guessed it! Mathematics, but what does that really mean "to understand an manipulate the world"? to keep it simple it's just a mathematical model that »

Before you get to involved in this problem make sure you first know how to How to read devisions equations. Rules to follow Must be a »

In mathematics, a polynomial is an expression consisting of variables (or indeterminate) and coefficients, that involves only the operations of addition, subtraction, multiplication, and non-negative integer »

Be able to read and understand the following. Quotient Divisors Dividend Remainder »