how much more, how much less, find the difference, and deduct
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words often used in division word problems
share, split, per, average and grouped into
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gross
total amount of salary before deducting taxes, espenses, etc.
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net
amount of salary remaining after deducting taxes, expenses, etc.
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parentheses in a math equation
do this part first
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exponent
a mathematical notation indicating the number of times a quantity is multiplied by itself
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base number
a number that has an exponent
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square root
a number that when multiplied by itself equals a given number
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order of operations
Please Excuse My Dear Aunt Sally
P - parentheses
E - exponents
M - multiplication
D - division
A - addition
S - subtraction
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Mean or average
The sum (+) of all data divided by the number of data points
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median
The middle number in a set of numbers that are listed in order
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perimeter
the sums of the lenghts of all sides of a figure
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length
longer sides of a rectangle
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width
shorter sides of a rectangle
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area
the measure of flat surface inside its perimeter
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volume
the amount of space inside a three-dimensional figure
v=(pi X r squared)h -- volumn = (pi X radius squared)height
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fraction
a small part or item forming a piece of a whole
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numerator
the part of a fraction above the line, which tells how many parts are being counted.
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denominator
the part of a fraction below the line, which tells how many equal parts there are in the whole or in the group.
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equivalent fractions
different fractions that name the same amount
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reducing fractions to the lowest terms
the smallest equivalent fraction
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improper fraction
a fraction whose numerator is larger than the denominator
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mixed number
a number made up of a whole number and a fraction
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lowest common denominator
the smallest number, other than zero, that can be the denominator for two or more common fractions
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triangle
a three-sided polygon
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perimeter of a triangle
add all the sids
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area of a triangle
A=1/2 bh -- Area = 1/2 base X height
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right triangle
a triangle with one right angle
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parallelograms
similar to a rectangle, four sids, and each pair of opposite sides are parallel and equal
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area of a parallelogram
A = bh -- Area=base x height
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1 year
365 days
52 weeks
12 months
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1 pint
16 ounces
2 cups
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1 quart
32 ounces
4 cups
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1 gallon
4 quarts
128 ounces
16 cups
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1 foot
12 inches
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1 yard
3 feet
36 inches
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1 pound -- 1lb
16 ounces
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1 ton
2,000 pounds
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1 liter
approx. 1 quart
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1 milliliter
1/1000 of a liter
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1 gram
1/28 of an ounce
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1 milligram
1/1000 of a gram
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1 kilogram
1000 grams
2.2 pounds
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1 meter
39 inches
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1 millimeter
1/1000 of a meter
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1 kilometer
1000 meters
.62 miles
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tenths
0.1
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hundredths
0.01
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thousandths
0.001
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ten thousandths
0.0001
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hundred thousandths
0.00001
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circumfrence of a circle
the distance around a circle
c=pi X d -- circumfrence = pi X diameter
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center of a circle
exact middle of a circle
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radius of a circle
is the line segment connecting the center of the circle to any point on the circle
r=d/2 -- radius=diameter/2
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diameter of a circle
A line that passes through the center of the circle, connecting any two points
d=2r -- diameter=2 X radius
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pi
3.14
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cubic units
the units volume is measured in
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line graph
a type of graph used to show the relationship between two variables that are numbers on an x-axis and a y-axis
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pie chart
a circular chart divided into triangular areas proportional to the percentages of the whole
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table
a set of data arranged in rows and columns
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bar graph
a graph that uses horizontal or vertical bars to display data
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number line
a line for representing and graphing numbers. Each point on the line corresponds to a number.
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monomial
an algebraic expression consisting of a single term that does not require any addition or subtraction -- 5y
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coeffcient
a number that is being multiplied to be a variable -- in 5y the 5
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variable
a symbol (like x or y) that is used in mathematical or logical expressions to represent a variable quantity -- in 5y the y
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adding numbers with signs
if the signs are the same (-,-) or (+,+) add the 2 numbers and label with the sign
7 + 3 = 10
-5 + (-3) = -8
If the signs are different (-,+) or (+,-) arrange with the larger number first then subtract then label the answer with the sign of the larger number
4 + -6 = -6 + 4 = -2
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subtracting numbers with signs
step 1: change the subtraction problem into an addition problem
step 2: change the sign of the second number
step 3: follow the rules of adding numbers with signs