Term
| addition, subtraction, multiplication, division |
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Definition
| Name the four operations associated with whole numbers. |
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Term
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Definition
| What is the inverse of multiplication? |
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Definition
| operation of repeated subtractions |
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Term
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Definition
| to separate into groups or shares |
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Term
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Definition
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Definition
| the number by which the dividend is to be divided |
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Term
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Definition
| the number resulting from the division of one number by another |
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Term
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Definition
| In addition, subtraction, and multiplication--there are a total of 100 possible combinations in each operation. In division, there are only 90. Why? |
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Definition
5 ÷ 0 =
a) 5
b) 0
c) undefined |
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Definition
5 ÷ 1 =
a) 5
b) 1
c) undefined |
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Term
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Definition
0 ÷ 5 =
a) 5
b) 0
c) undefined |
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Term
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Definition
| T or F: You can represent division on a number line |
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Term
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Definition
| With 48 ÷ 2, you would start dividing in the (a. ones place b. tens place) |
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Term
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Definition
| With 455 ÷ 5, you would start dividing in the (a. hundreds b. tens c. ones) place |
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Term
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Definition
| what is left over when a division problem doesn't divide evenly |
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Term
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Definition
| What term often indicates division in word problems? |
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Term
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Definition
| T or F: A remainder must always be less than the divisor |
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Term
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Definition
| the dividend minus the product of the divisor and quotient |
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Term
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Definition
| an incomplete quantity resulting from dividing part of the quotient by the divisor |
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Term
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Definition
| T or F: All problems divide evenly |
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Term
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Definition
| What are the three measures of central tendency? |
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Term
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Definition
| a value is near the middle or center of all other numbers when they are arranged in order of size |
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Term
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Definition
| measure of central tendency found by adding the given values and the dividing the sum by the number of addends |
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Term
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Definition
| measure of central tendency found when you arrange given values in ascending or descending order and find which value is in the center of all the numbers |
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Term
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Definition
| measure of central tendency where you find the value among all the numbers that occurs the most frequently |
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Term
False
There will not always be a mode |
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Definition
| T or F: There will always be a mean, median, and mode |
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