Is also a prime number. Therefore, the prime factors of 12 are 1, 2, and 3. For 15, the prime factors are 1, 3, and 5.
Back
Absolute Value
Front
Is the distance of a number from zero. Therefore, -3 and 3 have the same value of 3.
Back
Scientific Notation
Front
Is a way of writing large numbers in a shorter form. The form a 10^n is used, where a is greater than or equal to 1 and less than 10, and n is the number of places the decimal must move to obtain this form. Ex. the number 234,000,000 would be 2.34 10^8. The number 0.0000234 would be 2.34 * 10^-5.
Back
Dependent Variable
Front
Has a value that is calculated from other values.
Back
Variable
Front
Is an unknown number or quantity represented by a letter. Ex. d for distance, h for height or x.
Back
Common or Simple Fraction
Front
A fraction that has integers for both its numerator & denominator; this is the most commonly seen type of fraction. Ex. 1/2, 4/3, 5/7.
Back
Term
Front
Can be a variable, a constant, or a coefficient separated from the rest of the mathematical expression by an algebraic sign, such as a "+" or "-" sign. Ex. In the expression 3x - 5 there are two: 3x and 5.
Back
Conditional Inequality
Front
Is one that is true only for certain values of the variable.
Back
Integers
Front
The set of positive and negative numbers, including zero. They do not include fractions or mixed numbers.
Back
Constant
Front
A number with a value that is always the same.
Back
Metric System
Front
A system based on decimals. The units of measurement in this system are the millimeter, centimeter, meter, kilometer for length; milligram, gram, kilogram, and metric tonne for mass; and milliliter, centiliter, and liter for capacity.
Back
Ordinal Numbers
Front
Are used to show position, 1st, 2nd, 3rd, 10th, 25th, and so on.
Back
Coefficient
Front
Is a constant that is placed before a variable in an algebraic expression.
Back
Associative Property
Front
The product is the same regardless of grouping. Ex. (25) 3 = 2 (53)
Back
Inverse Proportion
Front
Describes a quantity that increases as the other quantity decreases (or vice versa). Ex. the time of a car trip decreases as the speed increases.
Back
Greatest Common Factor
Front
The largest number that is a factor of two or more numbers. Ex. the factors of 15 are 1, 3, 5, and 15; the factors of 35 are 1, 5, 7, and 35. Therefore, it would be 5.
Back
Zero Property
Front
The sum of a number and 0 is that number. In multiplication, the product of a number & 0 is 0. Ex. 3 + 0 = 3 and 3 * 0 = 0
Back
Mode
Front
Is the value(s) that occur most often in a distribution. Ex. In the list of 21, 23, 23, 25, 27, 27, 27, 28, 30, the value 27 occurs most often.
Back
Algorithm
Front
Results in an exact answer. They are systematic, problem-solving procedures used to find the solution to a mathematical computation in a finite number of steps.
Back
Dividend
Front
Is the number to be divided.
Back
Unconditional Inequality
Front
Is one that is true for all values of the variables.
Back
Decimal Place
Front
The position of a number to the right of a decimal point.
Back
Equivalent Fractions
Front
Two fractions that have the same value, but are expressed differently. Ex. 1/5 = 20/100 = 2/10
Back
PEMDAS
Front
The order in which mathematical operations should be performed in an expression involving multiple operations.
Parentheses, Exponents, Multiplication, Division, Addition, Subtraction.
Back
US Customary Units
Front
The units of measurement in this system are the inch, foot, yard, mile for length; fluid ounce, cup, pint, quart, gallon for capacity; and ounce, pound, and ton for mass.
Back
Commutative Property
Front
The product is the same regardless of the order of the factors. Ex. 25 = 52e
Back
Prime Number
Front
A whole number greater than 1 that has only two factors, itself and 1; that is, a number that can be divided evenly only by 1 and itself. Ex. 2, 3, 5, 7, etc.
Back
Mixed Number
Front
A number containing both an integer & a fraction. Ex. 5 1/4
Back
Irrational Number
Front
They cannot be written as fractions or decimals because the number of decimal places is infinite & a recurring pattern does not exist within the number, like the square root of 2. Ex. Pi begins with 3.141592653 & continues without end.
Back
Mean
Front
Is a measure of the general size of the data. The formula is: sum of values / number of values. Ex. Given any 6 numbers that add up to 30, the mean of this distribution is 30/6 = 5
Back
Distributive Property
Front
Multiplying a sum by a number is the same as multiplying each addend by the number and then adding the products. Ex. 2 (3 + 4) = (2 3) + (2 *4) = 14
Back
Principal
Front
Is the amount originally loaned or borrowed.
Back
Rational Number
Front
Are the set of whole numbers, integers, decimals, and fractions. They can be expressed as either a negative or positive value. Any terminating decimal that can be expressed as a fraction is one. Ex. 45.6 can be written as 456/10.
Back
Real Number
Front
Are the set of all rational & irrational numbers & are used in all applications of measuring, comparing, counting, or determining quantities.
Back
Acceleration
Front
The rate of change of velocity. Also a vector quantity, it is most often measured in meters per second.
Back
Quotient
Front
Is the number, other than the remainder, that is the result of the division operation. Ex. if 18 is divided by 6, the outcome is 3, and is called the quotient.
Back
Simple Interest
Front
The interest that is earned or paid only on the principal; it does not change.
Back
Composite Number
Front
A whole number greater than 1 that has more than two different factors. In other words, any number that is not a prime number. Ex. the number 8 has the factors of 1, 2, 4, and 8.
Back
Factors
Front
Are numbers that are multiplied together to obtain a product. Ex. in the equation 2 * 3 = 6, the numbers 2 & 3 are factors. A prime number only has two factors (1 and itself), but other numbers can have many.
Back
Millisecond (ms)
Front
There is 1,000 of these in a second; this unit is useful for computing the rate of speed of computer processing.
Back
Proportion
Front
Describes a quantity that increases with an increase in another quantity or decreases with a decrease in the other quantity. Ex. if a sheet cake can be cut to serve 18 people and 2 sheet cakes can serve 36 people, the number served is directly proportional to the number of cakes.
Back
Lowest Common Multiple
Front
The smallest number that is a multiple of two or more numbers. Ex. the multiples of 3 include 3, 6, 9, 12, 15, etc; the multiples of 5 include 5, 10, 15, 20, etc. Therefore, it would be 15.
Back
Velocity
Front
The measure of distance moved in a particular direction over a period of time. It is a vector quantity, meaning it has both magnitude (size) & direction. Often measured in MPH or KPH.
Back
Least Common Denominator
Front
The lowest multiple of one or more denominators of a fraction. Ex. For 2/3 and 4/9 it would be 9, so the fractions can be expressed as 6/9 and 4/9 for easier computation.
Back
Cardinal Numbers
Front
Are the numbers we use for counting. They are, therefore, also called counting numbers or natural numbers.
Back
Compound Interest
Front
Is the interest that is earned or paid on the principal & the interest already earned; thus, the amount of money that earns interest is cumulative & increases each year.
Back
Inequality
Front
Is a mathematical statement that shows two algebraic expressions are not equal. Can be solved in a way similar to an equation. It can be solved by rearranging and solving for an unknown variable. To keep it true, any term added to or subtracted from one side must be added to or subtracted from the other side. The same is true for multiplying or dividing. If multiplying or dividing by a negative number, the sign is reversed.
Back
Divisor
Front
Is the number by which a dividend is divided.
Back
Common Factor
Front
Is a number that divides exactly into two or more other numbers. Ex. the factors of 12 are 1, 2, 3, 4, 6, and 12, while the factors of 15 are 1, 3, 5, and 15. The common factors of 12 and 15 are 1 and 3.
Back
Median
Front
Is the middle value of a distribution that is arranged in size order.
Back
Section 2
(49 cards)
Experimental Probability
Front
Is the number of times an outcome occurs in an experiment or a certain number of events.
Back
Continuous Data
Front
Info that can be expressed by any value within a given range. Ex. time and temperature.
Back
Nominal Data
Front
Info that cannot be placed in numerical order, such as names or places.
Back
Additive Identity Property
Front
States that the sum of any number & zero is that number.
Back
Quantitative Data
Front
Measurements that provide info about quantities in numbers.
Back
Additive Inverse
Front
States that the sum of any number & its opposite is zero & is represented by the following statement: a + (-a) = 0.
Back
Multiplicative Inverse
Front
Says that the product of any number & its reciprocal is one & is represented by the following statement: a/b * b/a = 1.
Back
Inverse Function
Front
An operation or series of operations that reverses a function; usually written as f^-1 (x).
Back
Collinear
Front
Points that lie in a straight line or share a common straight line.
Back
Straight or Flat Angle
Front
Half a full turn, equal to 180*.
Back
Qualitative Data
Front
Information that cannot be measured using numbers.
Back
Discrete Data
Front
Info that can be expressed only by a specific value, such as whole or half numbers; Ex. since people can be counted only in whole numbers, a population count would be this.
Back
Dimension
Front
Determined by the number of coordinates needed to fix a point in space. If the position of a point on a line or line segment can be described by one coordinate, then the line is one-dimensional. If two coordinates are needed to describe the position of a point in a plane, the plane is two-dimensional. If three coordinates are needed, then the plane is three-dimensional.
Back
Reflex Angle
Front
Any angle greater than a straight angle (>180*).
Back
Range
Front
The difference between the highest & lowest values in a distribution list.
Back
Upper/Third Quartile
Front
Is the value that lies 3/4 of the way thru a distribution arranged in ascending order.
Back
Obtuse Angle
Front
Any angle greater than a right angle (>90), but smaller than a straight angle (<180).
Back
Bimodal Distribution
Front
Is one that has 2 modes. Ex. in the distribution of 20, 21, 21, 22, 25, 25, 26, 28, the values of 21 and 25 occur most often, both twice, & are therefore both modes.
Back
Whole Turn/Round Angle/Perigon
Front
A complete turn, or revolution, equal to 360*
Back
Multimodal Distribution
Front
Is one that has 3 or more modes.
Back
Function
Front
Is a relationship in which two sets are linked by a rule that pairs each element of the first set with exactly one element of the second set. It is represented by the letter "f".
Back
Interior Angle
Front
is any of the angles inside a polygon where two sides meet at vertex. The sum of the _______ _______ of a polygon is dependent only on the number of sides.
Back
Original Data
Front
Info that can be placed in numerical order, such as age or weight.
Back
Coplanar
Front
Points that lie on the same plane, or share a common plane.
Back
Quadrant
Front
one of four sections into which the coordinate plane is divided.
Back
Fibonacci Sequence
Front
A sequence of numbers in which each number is the sum of the preceding two.
Back
Perpendicular
Front
a line or plane that is at a right angle to another line or plane
Back
Exterior/Enternal Angle
Front
Is any of the angles formed between a side of a polygon & the extension of the side next to it.
Back
Transversal
Front
a line that intersects two or more lines
Back
Double Inequality
Front
Is one in which a variable has to satisfy two inequalities.
Back
Volume
Front
The amount of space an object takes up. Common units of measurement are: CM^3 and m^3.
Back
Combination
Front
The arrangement of items in which order has no importance.
Back
Plane
Front
A two dimensional object, with length and width.
Back
Golden Ratio
Front
Approximately 1.618 and is believed to be aesthetically pleasing in art and architecture.
Back
Standard Deviation
Front
Expresses how spread out the values of a distribution are from its mean, while taking into account every value of a distribution. A high SD means that the values are very spread out, a low one means they are close together.
Back
Composite Function
Front
A combination of two or more functions; the second & subsequent functions are represented by different letters. Ex. fg(x) means "f of g of x;" g is calculated first & that answer is used in the function, f.
Back
Range
Front
The set of values to which the results belong.
Back
Cartesian Coordinate System
Front
Describes the position of points on a plane or in a space in terms of their distance from the lines called axes.
Back
Positive Angle
Front
an angle that is constructed or measured in a counter-clockwise direction.
Back
Theoretical Probability
Front
A way of calculating the odds of a certain event occurring without actually performing the event. It is based on equally likely outcomes, with no bias or error involved.
Back
Multiplicative Identity Property
Front
Says that the product of any number and 1 is that number.
Back
Domain
Front
The set of values to which a function is applied.
Back
Lower/First Quartile
Front
The value that lies 1 quarter of the way thru a distribution arranged in ascending order.
Back
Permutation
Front
The arrangement of items in a particular order. Ex. The order in which you enter numbers into a combination lock.
Back
Acute Angle
Front
Any angle smaller than a right angle (<90*)
Back
Negative Angle
Front
an angle that is constructed or measured in a clockwise direction.
Back
Solid
Front
A three-dimensional object, with a length, width & thickness.
Back
Density
Front
Mass per unit volume. Often measured in gram per cubic cm or kilograms per cubic meter.
Back
Capacity
Front
the maximum amount that something can contain. Measured in ml or l.