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16 Cards in this Set
- Front
- Back
Operations |
Sum (+), Difference (-), Product (x), Quotient (/) |
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Set |
A collection of objects (numbers) -Called elements or members Use braces around the number {} Ellipses are the "..." separating numbers in a set |
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Infinity |
A concept of endlessness to explain the numeric system has no boundaries. Is NOT any one number |
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Natural Numbers |
{1,2,3...Infinity} The set of counting numbers N |
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Whole Numbers |
The set of counting numbers and zero {0,1,2...infinity} W |
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Integers |
The set of positive and negative whole numbers {-Infinity,-3,-2,-1,0,1,2,3,Infinity} Z |
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Rational Numbers |
The set of numbers when divided will result in a terminating or repeating decimal. Denominator cannot be zero. {Division of 2 integers} Q |
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Fractions |
The set of numbers which are part of a whole. Numerator/Denominator CANNOT DIVIDE BY ZERO |
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Proper Fraction |
The set of numbers where the numerator is less than the denominator |
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Improper Fraction |
Numerator is greater than or equal to the denominator |
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Mixed Number |
A combination of a whole number and a fraction |
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Decimal Number |
Another way to write a fraction or a mixed number with a decimal point. EX 1.5 |
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Irrational Numbers |
When simplified, results in a nonterminating or non repeating decimal. Never ending decimal such as pi Capital I |
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Real Numbers |
The set of all numbers that are on a number line (All of the rational and irrational numbers) R |
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WHERE DO NUMBERS GO |
Rational #- N, goes in W, Z, Q, and R Irrational #- I, R |
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What do the letters mean |
N- Natural W- Whole Z- Integer Q- Rational I- Irrational R- Real |