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“integers”
1. A member of the set of positive whole numbers (1, 2, 3, etc), negative whole numbers (-1, -2, -3, etc.), and zero (0).
2. A complete entity or unit.
3. Etymology: "whole, entire", from Latin integer, "whole"; literally, "intact, untouched", from in- "not" + root of tangere, "to touch".
2. A complete entity or unit.
3. Etymology: "whole, entire", from Latin integer, "whole"; literally, "intact, untouched", from in- "not" + root of tangere, "to touch".
This entry is located in the following units:
integ-
(page 2)
tang-, tact-, tast-, ting-, -tig -tag, -teg-
(page 4)
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“integers”
Any whole number, that is a positive or negative number or zero: An integer is a whole number, not fractions or decimals, like 0,1,2,3,4,5,ยด... .
This entry is located in the following unit:
Measurements and Mathematics Terms
(page 7)