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25 Cards in this Set
- Front
- Back
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Place value a,bcd,efg,hij,klm
EXPONENTIAL NOTATION REPRESENTS = REPEATED MULTIPLICATION OF THE SAME NUMBER BASE = THE NUMBER TO BE MULTIPLIED EXPONENT OR POWER = TELLS HOW MANY TIMES THE BASE IS TO BE USED AS A FACTOR FACTOR = A HOLE NUMBER THAT IS USED TO MAKE A PRODUCT |
= trillions, hundred billion, ten billions, billions, hundred millions, ten billions, millions, hundred thousands, ten thousands, thousands, hundreds, tens ones dont use and
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MULTIPLE
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THE PRODUCT OF A GIVEN WHOLE NUMBER AND ANOTHER WHOLE NUMBER
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COMPOSITE NUMBER
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A NUMBER WITH FACTORS OTHER THAN JUST ONE AND IT'S SELF
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FACTOR OR DIVISOR
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ONE OF 2 NUMBERS MULTIPLIED TO GET A PRODUCE, A NUMBER THAT GOES INTO ANOTHER NUMBER EVENLY
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PRIME NUMBER
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A NUMBER WITH ONLY 2 FACTORS, ONE AND ITSELF
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EVEN NUMBER
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A WHOLE NUMBER THAT IS A MULTIPLE OF 2
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ODD NUMBER
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WHOLE NUMBER THAT IS NOT A MULTIPLE OF 2
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PRODUCT
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THE RESULT OF MULTIPLYING 2 NUMBERS
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PROPER FACTOR
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A FACTOR OF A NUMBER THAT IS NOT ITSELF. (EX. PROPER FACTORS OF 6 ARE 1,2, AND 3 NOT 6
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ABSOLUTE VALUE
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THE DISTANCE FROM ZERO ON THE NUMBERLINE, IT IS NEVER NEGATIVE, IT IS SHOWN BY A VERTICAL LINE
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INTEGER
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A WHOLE NUMBER WITH OPPOSITES
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NEGATIVE INTEGER
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A NUMBER LESS THAN ZERO
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POSATIVE INTEGER
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AN INTEGER GREATER THAN ZERO
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LCM
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LEAST COMMON MULTIPLE, THE SMALLEST NUMBER THAT IS A MULTIPLE OF AT LEAST 2 OR MORE NUMBERS
24 IS THE lcm OF 8 AND 12 FIND LCM = USE FACTOR TREES, CREATE SHORTEST STRING OF FACTORIZATIONS WITH BOTH NUMBERS, MULTIPLY OR CONTINU DIVIDING BY COMMON FACTORS |
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GCF
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THE LARGEST NUMBER THAT IS A FACTOR OF 2 OR MORE NUMBERS.
FINDING GCF = MAKE FACTOR TREE FOR EACH NUMBER, LIST PRIME FACTORS IN BOTH, MULTIPLY |
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EXPONENTIAL NOTATION
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REPEATED MULTIPLICATION OF THE SAME NUMBER
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BASE
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THE NUMBER TO BE MULTIPLIED
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EXPONENT OR POWER
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TELLS HOW MANY TIMES THE BASE IS TO BE USED AS A FACTOR
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FACTOR
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A HOLE NUMBER THAT IS USED TO MAKE A PRODUCT
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order of operations
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parenthesis, exponents, multiply, division, add, suptract
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commutative property
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think order a + b = b + a
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associative property
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think grouping
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distributive property
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think distribute though
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zero property
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think all or nothing
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identity
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think don't lose your identity or end with what your start with
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