home


 * **Term** || **Lesson** || **Definition** ||
 * **Absolute Value** || 1-3 || how far is this number from zero ||
 * **Additive Inverse** || 1-4 || an integer and its opposite ||
 * **Algebra** || 1-2 || a branch of mathematics that involves expressions with a variable ||
 * **Algebraic Expression** || 1-2 || contains a variable number and at least 1 operation ||
 * **Coordinate** || 1-3 || matches up on a number line ||
 * **Counterexample** || 1-2 || an example that shows a conjecture is false ||
 * **Define A Variable** || 1-7 || Defining a varible is to write a way to solve that question ||
 * **Equation** || 1-2 || to find an algebraic expression ||
 * **Evaluate** || 1-4 || to find a value of an expression by replacing variables with numerals ||
 * **Inequality** || 1-3 || inequality contain greater than > less than < ||
 * **Integer** || 1-3 || negative and positive numbers ||
 * **Inverse Operations** || 1-8 || they undo eachother ||
 * **Negative Number** || 1-3 || is a number less then zero ||
 * **Numerical Expression** || 1-2 || with only numbers and operations ||
 * **Opposites** || 1-3 || two numbers with the same absolute value different signs called opposites ||
 * **Order of Operations** || 1-2 || order of operations is ||
 * **Powers** || 1-2 || repeated multiplication ||
 * **Solution** || 1-8 || The way to solve the answer ||
 * **Solve** || 1-8 || The answer to the question ||
 * **Variable** || 1-2 || is a symbol ||