Integer Operations Quick Guide

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Johnlloyd Juanitas

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Integer Operations Quick GuideVersion en ligne PPT ni JL par Johnlloyd Juanitas 1 Introduction to Integer Operations In integers, the four fundamental operations are addition, subtraction, multiplication, and division. Understand their rules and sign behavior for accuracy. 2 Addition of Integers Addition combines numbers on a number line. Same signs add to a larger absolute value, different signs subtract, keeping the sign of the larger magnitude. 3 Subtraction of Integers Subtraction is adding the additive inverse. Compute a - b as a + (−b); follow sign rules to determine the final result. 4 Multiplication of Integers Multiplication signs: positive × positive = positive, negative × negative = positive, positive × negative = negative. Absolute values multiply as usual. 5 Division of Integers Division follows the same sign rules as multiplication. Quotients use absolute values, with the sign determined by the operands. 6 Sign Rules Summary Rules: add or subtract with care for signs; multiply or divide by signs; always consider absolute values first, then apply the correct sign. 7 Zero and Identity Properties Zero changes results via addition or multiplication, while 1 or −1 affect only signs in multiplication or division. 8 Common Mistakes Mistakes include ignoring sign when subtracting, misapplying division signs, or treating absolute values incorrectly during steps. 9 Practice Problem Compute: (−7) + 4, (−7) − 4, (−7) × (−5), and 12 ÷ (−3). Check signs and magnitudes carefully.

Integer Operations Quick GuideVersion en ligne

PPT ni JL

par Johnlloyd Juanitas

Introduction to Integer Operations

In integers, the four fundamental operations are addition, subtraction, multiplication, and division. Understand their rules and sign behavior for accuracy.

Addition of Integers

Addition combines numbers on a number line. Same signs add to a larger absolute value, different signs subtract, keeping the sign of the larger magnitude.

Subtraction of Integers

Subtraction is adding the additive inverse. Compute a - b as a + (−b); follow sign rules to determine the final result.

Multiplication of Integers

Multiplication signs: positive × positive = positive, negative × negative = positive, positive × negative = negative. Absolute values multiply as usual.

Division of Integers

Division follows the same sign rules as multiplication. Quotients use absolute values, with the sign determined by the operands.

Sign Rules Summary

Rules: add or subtract with care for signs; multiply or divide by signs; always consider absolute values first, then apply the correct sign.

Zero and Identity Properties

Zero changes results via addition or multiplication, while 1 or −1 affect only signs in multiplication or division.

Common Mistakes

Mistakes include ignoring sign when subtracting, misapplying division signs, or treating absolute values incorrectly during steps.

Practice Problem

Compute: (−7) + 4, (−7) − 4, (−7) × (−5), and 12 ÷ (−3). Check signs and magnitudes carefully.

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Integer Operations Quick Guide

Présentation

À propos de cette activité

Créé par

Téléchargez la version pour jouer sur papier

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Integer Operations Quick GuideVersion en ligne

par Johnlloyd Juanitas

Introduction to Integer Operations

Addition of Integers

Subtraction of Integers

Multiplication of Integers

Division of Integers

Sign Rules Summary

Zero and Identity Properties

Common Mistakes

Practice Problem

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