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Definition
The sum of a whole number and a fraction. |
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Part of a line with endpoints. |
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Definition
Two lines which do not meet. |
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Two lines which cross at a right angle. |
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Definition
A 90 degree or square angle. |
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Definition
A 180 degree angle, comprised of two right angles. Formed at straight lines. |
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An angle less than 90 degrees. |
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An angle greater than 90 degrees but less than 180 degrees. |
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Definition
Simple, closed, flat geometric figures whose sides are line segments. |
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Definition
Polygons with 3 sides and vertices. |
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Definition
Polygons with 4 sides and vertices. |
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Polygons with 5 sides and vertices. |
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Polygons with 6 sides and vertices. |
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Polygons with 7 sides and vertices. |
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Polygons with 8 sides and vertices |
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Polygons with 9 sides and vertices. |
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Polygons with 10 sides and vertices. |
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Polygons with 11 sides and vertices. |
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Polygons with 12 sides and vertices. |
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A polygon with an indention or cave. |
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Definition
A polygon without an indention or cave. |
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Definition
All sides of the polygon have the same length. |
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All angles of the polygon have the same measure. |
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Definition
All angles and sides of the polygon have the same measure. |
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Definition
Triangles with a right angle. |
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Triangles with an obtuse angle. |
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Triangles where all angles are acute. |
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The measures of all angles in the triangle are equal. |
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Definition
A triangle in which two sides are the same length. |
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Definition
A triangle in which all sides are the same length. |
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Definition
A triangle in which no sides have the same length. |
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Sum of all of the angles in a triangle. |
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Definition
A quadrilateral with two pairs of parallel sides. |
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A quadrilateral with exactly two parallel sides. |
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An equilateral parallelogram. |
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A parallelogram with 4 right angles. |
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A rhombus with 4 right angles. |
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The distance from the center of the circle. |
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Twice the length of the radius. |
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The perimeter of a circle. |
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A number with an indefinite amount of digits which do not repeat. |
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A single digit or collection of symbols used to express the idea of a particular number. |
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Any number greater than zero. |
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Any number less than zero. |
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Positive and negative numbers. |
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Definition
Used as a graphic aid when discussing signed numbers to see their location compared to others. |
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Definition
The dot on a number line representing a number. |
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Reciprocal/ Multiplicative Inverse |
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Definition
Flipping over a fraction. Usually used when dividing. |
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Definition
Each of the numbers being added. |
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Definition
The answer to an addition problem. |
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Definition
The first number in a subtraction problem. |
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The second number in a subtraction problem. |
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Definition
The answer to a subtraction problem. |
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Definition
Each of the numbers being multiplied. |
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Definition
The answer to a multiplication problem. |
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Definition
The first number in a division problem. |
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Definition
The second number in a division problem. |
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Definition
The answer to a division problem. |
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Definition
The top number in a fraction. |
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Definition
The bottom number in a fraction |
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Definition
Fractions used to convert fractions. |
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How far away a number is from zero. |
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The same digit(s) with the opposite sign. |
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The zero point on a number line. |
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Definition
The order of numbers may be changed, but the answer will remain unchanged. |
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Term
When adding one negative and one positive number... |
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Definition
Take the sign of the larger number. |
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When multiplying two negatives... |
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Definition
The answer will be positive. |
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When multiplying two numbers with unlike signs... |
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Definition
The answer will be negative. |
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Anything to the power of zero is... |
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Definition
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Definition
The number of square units contained within a figure. |
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Definition
A square having sides that measure one unit in length. |
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Definition
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Area=Length of a side squared |
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Definition
The perpendicular distance from either the base of a triangle or an extension of the base to the opposite vertex. |
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Area=Pi times the squared radius |
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Definition
When one operation will undo another. |
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Definition
The answer to something being divided by zero. |
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Definition
Parentheses, brackets, braces, and/or bars. |
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Definition
Parentheses and grouping symbols, exponents and roots, multiplication and division, addition and subtraction. |
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Definition
A numeral representing only one number. |
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Definition
The one number a numerical expression represents. |
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Algebraic/Mathematical Expression |
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Definition
An expression with letters used to represent unknown numbers. |
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Definition
Letters used to represent unknown numbers. |
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Definition
Numerals whose values don't change. |
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Definition
Geometric figures with three dimensions. |
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Geometric solids with sides that have right angles to the base. |
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Definition
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Definition
When the bases of a right solid are polygons. |
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The total area of all the exposed surfaces of the geometric solid. SA= Twice the area of the base plus the lateral surface area. |
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Definition
The total area of the "sides" of a geometric solid. LA= Two times the perimeter of the base times the height. |
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Definition
The form in which the variable and constants are written in an expression indicates that the are to be multiplied. |
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Definition
An one factor of an expression or any product of factors of an expression. |
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Term
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Definition
Another name for an algebraic expression with one variable or constant, is the indicated product or quotient of variables or constants, and is the indicated product or quotient of expressions which contain variables or constants. |
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Term
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Definition
For any real numbers: a(b+c)=ab+ac |
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Definition
Terms which have the same variables to the same exponent. |
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Definition
The number which is to a certain exponent and actually being multiplied by itself x number of times. |
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Definition
The number written in the superscript which indicates how many times the exponent is to be multiplied by itself. |
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Definition
Shorthand notation of say one number multiplied by itself x number of times. |
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Definition
Dividing a number by another number x number of times. (*winces*) |
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Definition
The sign used to express roots. |
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Definition
The number under the radical sign. |
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Definition
The number "sitting" on the radical sign. |
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Definition
The number of cubic units contained in the geometric solid. |
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Definition
A cube having edges that measure on unit in length. |
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Term
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Definition
A geometric figure that has six identical square faces. |
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Product Rule of Exponents |
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Definition
When multiplying two numbers, add the exponents. |
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Definition
A meaningful arrangement of numerals and symbols that designate specific operations. |
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Equation/Algebraic Statement |
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Definition
An algebraic phrase with an equal sign. |
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Definition
When the two sides of an equation, separated by an equal sign, are not equal. |
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Definition
An equation whose truth or falsity is conditional on the number used as a replacement for x. |
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Term
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Definition
The replacement value of a variable which satisfies the equation. |
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Term
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Definition
Equations which every solution of both is the same. |
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Additive Property of Equality |
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Definition
If: a+b and b=c, Then: a=c |
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Multiplicative Property of Equality |
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Definition
If: a=b Then: ac=bc and ca=cb |
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Definition
The substitute for x in a functional notation. |
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Term
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Definition
An algebraic expression in which a function is to be inserted. |
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Definition
A natural number whose only factors are one and itself. |
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Definition
A natural number which has more factors than one and itself. |
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Definition
Factors which are numbers. (No way, right?) |
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Definition
Factors which are letters. |
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Definition
The product of all prime algebraic factors common to every term, each to the highest power that it occurs in all of the terms. |
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Term
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Definition
The process of writing an indicated sum as a product of factors. |
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Definition
Expressions which contain fractions. |
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Solution of the Inequality |
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Definition
The number that replaces the variable in an inequality and makes it true. |
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Term
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Definition
Another word for a fraction. |
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Term
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Definition
A property with three possibilities: 1. a is greater than b 2. a is equal to b 3. a is lesser than b |
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Quotient Rule of Exponents |
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Definition
When dividing two numbers, subtract the exponents. |
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Term
What is the main goal of algebra? |
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Definition
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Term
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Definition
The smallest number that can be divided evenly by each of a group specified numbers. |
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Rule For Adding Fractions with Equal Denominators |
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Definition
Fractions with equal denominators are added by adding the numerators algebraically and recording the sum over a single denominator. |
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Denominator-Numerator Same-Quantity Rule |
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Definition
1. The same quantity can be added to both sides of an equation. 2. Every term on both sides of an equation can be multiplied/divided by the same quantity. 3. The denominator and numerator of a fraction can be multiplies by the same quantity. |
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Definition
The difference between the smallest and biggest numbers. |
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Definition
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Definition
The quantity which appears most often in a set. |
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Definition
The average of a set of numbers. |
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Definition
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Definition
Describes a statement of two conditions, both of which must be met. |
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Definition
The part of a percentage problem indicated by "of". |
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Definition
The part of a percentage problem indicated by "is". |
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Definition
The equation found using the base and percentage. |
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Definition
An algebraic expression with one or more variables having only terms with real number coefficients and whole number powers of the variables. |
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Definition
A polynomial of one term. |
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Term
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Definition
A polynomial of two terms. |
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Definition
A polynomial of three terms. |
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Definition
The sum of the exponents in a term. |
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Definition
The degree of the highest-degree term. |
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Definition
The variable which you assign a value. |
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Definition
The variable which depends on the independent variable's value. |
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Definition
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Definition
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Definition
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Rectangular Coordinate System |
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Definition
A graph with four quadrants. |
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Definition
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Definition
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Definition
A first-degree polynomial equation in one or more variables. |
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Definition
The sum of all the numbers divided by the number of numbers. |
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Definition
When putting a number with an exponent to another exponent, multiply the exponents. |
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Term
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Definition
If two expressions a and b are of equal value, a=b, then a may replace b or vice versa in any expression without changing the value of the expression, the truth/falsity of the statement, or the solution set of the equation or inequality. |
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