
A number system in algebra is a set of numbers — and different number systems solve different types of algebra problems. Number systems include: real numbers, whole numbers, natural numbers, integers, [more…]
Grouping symbols organize an algebra problem with multiple groups. Algebraic grouping symbols (parentheses, brackets, braces, radicals, fraction lines) show where a group starts and ends, and helps to [more…]
Algebraic relationship symbols show how numbers or terms of an equation relate to each other. The relationship symbols show if one value is larger, smaller or about equal to another value. These algebra [more…]
Algebra uses letters, called variables, to represent numbers that correspond to specific values. Algebraic variables can represent the unknown and what you’re solving for in an algebra problem, as well [more…]
Knowing basic algebra vocabulary can help you translate key algebra words into algebra problems. By knowing the definitions of algebra vocabulary in this list, you make constructing and solving algebra [more…]
Algebra uses some operational symbols to represent numerical quantities. While symbols, specifically, pi (ð),represent a constant quantity, other algebra symbols, such as the square root and absolute value [more…]
Remember algebra's order of operations with the phrase: "Please Excuse My Dear Aunt Sally." This trick for remembering the order of operations reminds you which steps to take and when: [more…]
Grouping symbols organize an algebra problem with multiple groups. Algebraic grouping symbols — parentheses, brackets, braces, radicals, and fraction lines — show where a group starts and ends, and help [more…]
Follow the order of operations with each algebra problem you solve. The order of operations in algebra is important if you want to find the correct answer. You first work through any grouping symbols, [more…]
Positive and negative numbers are all integers. Integersare whole numbers that are either greater than zero —positive — or less than zero — negative. For every positive integer, there's a negative integer [more…]
When solving equations in algebra, working the opposite operation to determine the answer comes up often. You have to undo operations that have been done to the variable. The opposite of an operation is [more…]
In algebra, the absolute value operation tells you how far a number is from zero. Absolute value doesn’t pay any attention to whether the number is less than or greater than zero; it just determines how [more…]
If you add a positive number with another positive number, the sum will always be a positive number; if you add two negative numbers, the sum will always be a negative number. So when you have an algebra [more…]
When the signs of two numbers that you're adding are different, forget the signs and find the difference between the numbers — which is the difference between their absolute values. The number farther [more…]
Subtracting positive and negative numbers is really easy to do: You don’t! Instead of using a new set of rules for subtracting positive and negative numbers, just change the minus sign [more…]
Multiplying and dividing are the easiest operations to do with positive and negative numbers. As long as you can multiply and divide, the rules for multiplying and dividing positive and negative numbers [more…]
Checking your answers when doing algebra problems is always a good idea — after all, if there's a way to ensure that you have the correct answer, it's worth the time, isn't it? You check your answers in [more…]
Algebra simplifies expressions with coefficients,which are numbers preceding variables. For example, 3 is the coefficient in 3x. Rather than using a multiplication sign between 3 and [more…]
In algebra, operational symbols or signs give you a blueprint on how to operate algebraic equations. You need to recognize algebra’s operational symbols so you’ll know when to add, subtract, multiply, [more…]
Algebra is all about graphing relationships, and the curve is one of the most basic shapes used. Here's a look at eight of the most frequently used graphs. [more…]
In algebra, multiplying binomials is easier if you recognize their patterns. You multiply the sum and difference of binomials and multiply by squaring and cubing to find some of the special products in [more…]