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Name __________________________________________
Period __________
Math Fab Facts
18.
Write the formula for the area of a parallelogram
A  Bh (Area of Base x Height)
1.
Write the formula used for calculating the slope of a line.
m
2.
(Area of Base 1 + Area of Base 2) x Height divided by 2
This property states that the sum or product of two or more numbers
a b  ba
Commutative Property
20.
ab  ba
will always be the same no matter how you group them. Associative
(a  b)  c  a  (b  c)
(Area of Base x Height divided by 2)
21.
This property says that the product of any number and 1 is that number
22.
D
6.
23.
Write the Distance Formula
 x2  x1    y2  y1 
2
7.
24.
What do you call a natural number that is greater than 1 but it’s only
(2 x 3.14 x Radius)
(2 x Area of Base) + (Perimeter x Height)
Write the formula for the surface area of a cylinder.
(2 x Area of Base) + (Circumference x Height)
Write the formula used for calculating the distance traveled
D  rt
y  mx  b
2 r
Write the formula for the surface area of a prism.
2B  Ch
25.
Write the Slope Intercept Form equation
(3.14 x Diameter) or
2B  Ph
2
factors are 1 and itself. Prime number
(3.14 x Radius Squared)
Write the formula for the circumference of a circle
d
(8 x 1 = 8). Identity Property
5.
Write the formula for the area of a circle
 r2
(ab)c  a(bc)
4.
Write the formula for the area of a triangle
Bh
1
or ( Bh)
2
2
This property states that the sum or product of three or more numbers
Property
Write the formula for the area of a trapezoid
( B1  B2 )h
1
or ( B1  B2 )h
2
2
y2  y1
x2  x1
will always be the same, no matter what order you use.
3.
19.
(Rate x Time)
26. Multiplying exponents with same base: add the powers
8.
A natural number that has more factors than itself and 1? Composite
27. Dividing exponents with the same base: subtract the powers
9.
This expresses the number comparison between two quantities.
28.
What is a number to the zero power? 1
29.
A polynomial of only two terms is called this. Binomial
30.
Two numbers which have a product of 1. Reciprocals
31.
Numbers in the sequence 1,
32.
Numbers in the sequence
33.
Numbers that are less than zero. Negative numbers
34.
Positive and negative whole numbers are called this. Integers
35.
What do you call a number that can be written as a fraction? Rational
36.
On a number line, the distance of a number from 0, is called what?
A ratio.
10.
3
, 3 to 10, 3:10
10
This is a statement that two ratios are equal in value. A proportion
Example:
11.
Example:
3 5

m 15
A power or exponent is found by multiplying the number by itself. A
53 Base and Exponent
power is made of two parts what are they?
12.
A number that when squared equals a given number.
Square Root
13.
25  5
because
5  5 x5  25
2
Name the three measures of central tendency.
Mean, Median and Mode
14.
This score appears most frequently. The Mode
15.
Write the Quadratic Formula
16.
b b2 4ac
x
2a
The theorem states that the sum of the square lengths of the legs of a
37.
Points that lie on the same line. Collinear Points
38.
Two or more equations in the same variable. System of Equations
39.
A monomial consisting of a numeral only; a term with no variable factor.
Constant
40.
A sentence containing one or more variables. Open Sentence
41.
The second coordinate in an ordered pair; also called the
Y-coordinate? Range
42.
a2  b2  c2
What do you need to plot a point on a coordinate plane?
An Ordered Pair
Pythagorean Theorem
Write the formula for the Pythagorean Theorem?
0, 1, 2, 3, 4, 5... Whole Numbers
Absolute Value
triangle is equal to the square of the length of the hypotenuse.
17.
2, 3, 4, 5... Natural numbers
(2,5)
(First number is the X-Coordinate or
Domain; Second number is the Y-Coordinate or Range)
43.
This is the ratio of likely outcomes to the total possible outcomes.
Probability
44.
What type of graph shows the median, lower quartile, and the upper
75.
quartile? Box-and-Whisker Plot
45.
Name __________________________________________
Period __________
This type of line divides a figure into two congruent halves that reflect
each other. A Line of Symmetry
This is what you get when you add all of the terms in a given set and
76.
The distance around a polygon. The Perimeter
divide them equally. Average or Mean
77.
Numbers whose decimal equivalent is a non-terminating and non-
46.
How many inches are in a foot? 12 inches
47.
How many feet are in a yard? 3 feet
78.
Any set of ordered pairs. A Relation
48.
How many feet are in a mile? 5,280
79.
Write the formula for finding the simple interest?
49.
Write the formula for the volume of a pyramid.
Bh
3
50.
or
1
( Bh) (Area of Base x Height divided by 3)
3
Write the formula for the volume of a cube.
Bh
3
or
1
( Bh) (Area of Base x Height divided by 3)
3
51.
The distance around a circle. Circumference
52.
Two lines that have only one point in common. Intersecting Lines
53.
Two lines in the same plane that do not intersect. Parallel
54.
Two lines that intersect to form right angles. Perpendicular
55.
A coordinate plane consists of two perpendicular lines.
The vertical line is called the Y-Axis. What is the horizontal line
called? The X-Axis
56.
What do you call the union of two rays? An angle
57.
An angle whose measure is between 0 and 90 degrees.
An Acute Angle
58.
An angle whose measure is 90 degrees. A Right Angle
59.
An angle whose measure is greater than 90 but less than 180 degrees.
repeating decimal. Irrational Number
I  prt
80.
Write the formula for the volume of a prism.
81.
Write the formula for the volume of a rectangular prism
82.
Write the formula for the volume of a cylinder.
V  Bh (Area of Base x Height)
V  lwh (Length x Width x Height)
Bh
83.
An angle whose measure is 180 degrees. A Straight Angle
61.
Two angles whose measures add to 90 degrees.
Two angles whose measures add to 180 degrees.
What do you call a closed figure made of straight-line segments?
These figures have exactly the same shape and the same size.
Congruent
65.
These figures have exactly the same shape but different sizes. Similar
66.
This type of triangle has at least two congruent sides. Isosceles
67.
This type of triangle has no congruent sides. Scalene
68.
This type of triangle has all sides congruent. Equilateral
69.
A polygon with 4 sides. Quadrilateral (Square, Rectangle, and
Trapezoid are examples)
70.
A quadrilateral with opposite sides parallel. Parallelogram
71.
A line segments whose endpoints are at the center of the circle.
Radius
72.
A line segment that connects two points on the circle. Chord
73.
A chord that passes through the center of the circle. Diameter
74.
This figure has 6 sides, each side is congruent and each pair of sides
forms a right angle. A Cube
In a right triangle, the longest side of the triangle, opposite the right
An event with the probability of zero. Impossible. An event with the
probability of 1. Certain to happen.
87.
Write the formula to calculate the percent (%) of change.
New Value - Old Value
Old Value
N–O
O
88.
A number in a set of data that is much larger or much smaller than the
other numbers in the set. Outlier
89.
A Polygon
64.
The number of times something occurs in an interval or in a data set.
angle. Hypotenuse
86.
Supplementary Angles
63.
The point associated with the number 0 on a number line, also the point
Frequency
85.
Complementary Angles
62.
(Area of Base x Height)
where the x and y axis intersect on a coordinate plane. Origin
84.
An Obtuse Angle
60.
(Principal x Rate x Time)
Logical reasoning that uses given facts, definitions, properties and
previously proved theorems to show a theorem is true. Proof
90.
A 2-dimensional pattern that can be folded into a 3-dimensional shape.
A Net