Use LEFT and RIGHT arrow keys to navigate between flashcards;
Use UP and DOWN arrow keys to flip the card;
H to show hint;
A reads text to speech;
28 Cards in this Set
- Front
- Back
Addends
|
In Math we add numbers
that are called addends. |
|
Sums
|
In Math we add together
addends to create sums: or the total for addends. |
|
Difference
|
In Math when we subrtact,
the answer to the problem is called the difference. |
|
Prouduct
|
In Math when we multiply,
the answer to the problem is called the product. |
|
Factor
|
In Math when we multiply,
the numbers we mulitply are called factors. |
|
Dividend
|
In Math when we divide,
the number being divided is called the dividend. |
|
Quotent
|
In Math when we divide,
the answer we get is called the quotent. |
|
Interger
|
When we divide we may have a number that does not "divide neatly", called an interger.
|
|
Remainder
|
When we divide, the number remaining that is not an intger is called the remainder. It's what's left over from the Math problem.
|
|
Numerator
|
When we divide, write the remainder as a fraction. Place the remainder as the numerator. It is the top portion of the fraction.
|
|
Denominator
|
In Math when we divide, write the remainder as a fraction. Use the divisor as the denominator. It is the bottom number of the fraction
|
|
Adding or Subtracting
Decimal Points |
When adding or subtracting decimal points make sure to carry the decimal point straight down.
|
|
Multiplying Decimals
|
When multiplying decimals, count the decimal numerical places, and place them in the answer by counting from the right.
|
|
Even Numbers
|
Even numbers are divisible
by 2. Example: 2 4 6 8 . . |
|
Odd Numbers
|
Odd numbers are divisable
only by theirselves. Example: 1 3 5 7 9 . . |
|
Greater Than & Less Than
|
A greater than and less than symbol is used to show which number is larger or smaller than the other. Read the direction of the arrow.
|
|
Rational Numbers
|
Rational numbers are
numbers that can be written as a fraction. |
|
Natural Numbers
|
Natural numbers are numbers that are . Example: 1 2 3 4 5 . . .
|
|
Whole Numbers
|
Whole numbers are complete numbers without a decimal point. Example: 0 1 2 3 4 5 . . .
|
|
Prime Numbers
|
Prime numbers are numbers that can only be dividsible by itself. Example: 2 3 5 7 . . .
|
|
Equal To
|
The equal to sign is used to communicate the same amount comparison. Example: =
|
|
Absolute Value
|
The absolute valus is the distance from 0. Example: How many units away from 0 ?
|
|
A Fraction
|
The term fraction is just another word for saying divide.
|
|
Reducing
|
Reducing is breaking down a fraction to its lowest terms. Example: 6/12=3/6=1/2
|
|
Graphing
|
Graphing is a way to chart a number on a number line.
|
|
Communative
|
Communative means the order doesn't change the answer. Addition and multiplication are communative: You can do the problem in any order and still get the right answer.
|
|
Associative
|
Associative is when the grouping does not matter. Addition and multiplication are the only operations where this works.
|
|
Distributive
|
Distributive is a property of multiplication only.
|