Presentation on theme: "Integers Integers space the collection of all entirety numbers and their opposites. Integers deserve to either it is in negative(- ), positive(+) or zero. The integer zero is."— Presentation transcript:




You are watching: The set of all whole numbers and their opposites

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3 Integers Integers space the set of all whole numbers and their opposites. Integers have the right to either it is in negative(- ), positive(+) or zero. The integer zero is neutral. The is neither hopeful nor negative, but is an integer. Integers deserve to be represented on a number line, i m sorry can help us recognize the valve the the integer.

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4 optimistic Integers space to the appropriate of zero. Are valued better than zero. Deserve to be expressed using words such together up, obtain or profit. The authorize for a positive integer is (+), yet the sign is not constantly needed. Definition +3 is the same value as 3.

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5 an unfavorable Integers are to the left the zero. Are valued much less than zero. Can be expressed using words such together down, below or loss. The sign for a an unfavorable integer is (-). This authorize is always needed.

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6 try This….. Rise Decrease listed below Growth acquire Loss Ascending descending Positive an adverse Positive negative Positive negative

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7 try this… Depositing Sinking Down over Climb –up Withdraw fell Positive an adverse Positive an adverse

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8 an unfavorable integers are valued less than zero, and also are always to the left the zero. Zero is neither hopeful or an adverse Positive integers space valued an ext than zero, and are always to the best of zero.

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14 The “net worth” of the contrary integers is zero.

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15 opposite Integers opposite integers constantly have a “net worth” that 0. This is dubbed the ZERO PRINCIPAL. Opposite integer have actually the same “absolute value”, meaning the distance from the point out on a number line to zero is the same.

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This deserve to be referred to as the integers magnitude.

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16 try this…Find the opposite value 4 -8 -7 6 2 - 4 8 7 -6 -2 1

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17 Guided and independent exercise Guided practice Pages 7 and also 10 Independent practice Pages 11 and also 12 (odd number only)

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