Chapter 1

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Terminology

"" Addends The numbers that are added together to create a sum.
"" Associative Property The property that tell us that when numbers are added together or multiplied together, the grouping does change the value of the answer.
Example:  1 + (5 + 8) = (1 + 5) + 8
Example:  2 * (9 * 4) = (2 * 9) * 4
"" Base The number that is multiplied by itself a certain number of times.  The base in this equation is 5. The exponent is 3.
"" Commutative Property The property that tells us that the order in which numbers are added or multiplied does not change the value of the answer.
Example:  5 + 9 = 9 + 5
Example:  4 * 11 = 11 * 4
"" Decimal System The base 10 system wherein the position of the digits in a number tells the value of the digits
"" Difference The result of subtracting.
"" Distributive Property For any real numbers a and b, the expression 3(a + b) can be written as 3a + 3b.
"" Dividend The number being divided by another number.
"" Divisor The number that you divide into the dividend.
"" Equation A number sentence with an equal sign
"" Expanded Notation A number that is as the sum of it's place holders.
Example:  672 = 600 + 70 + 2
"" Exponent (Power) The number of times the base occurs as a factor.  The power of a number. The exponent is 3.The base in this equation is 5.
"" Factors Each of the numbers that are multiplied.
"" Minuend The number being subtracted from the subtrahend.
"" Multiplicand The first factor in a multiplication problem.
"" Multiplier The second factor in a multiplication problem
"" Order of Operations An agreed upon procedure in which to solve a problem with several arithmetic operations in the proper order. 
Parenthesis/Exponents               Multiply/Divide              Add/Subtract
"" Product The answer in a multiplication problem.
"" Quotient The answer in a division problem.
"" Remainder The number left over after dividing two numbers
"" Subtrahend The number being subtracted.
"" Sum The answer in an addition problem.
"" Whole Numbers The set containing the counting numbers.
Example {0, 1, 2, .......}

Worksheets

Worksheet 1  
   

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