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Lesson 21  <br />ADDITION OF INTEGERS<br />Objectives <br />After this lesson, the students are expected to:<br />add integers correctly;<br />master the rules in adding integers;<br />analyze the given expressions.<br />In adding integers, the following must be considered:<br />1) When adding integers of the same sign, we add their absolute values, and give the result the same sign. <br />Examples: 2 + 5 = 7(-7) + (-2) = - (7 + 2) = -9 (-80) + (-34) = - (80 + 34) = -114<br />4432935200025<br />Example: 8 + (-3) =? The absolute values of 8 and -3 are 8 and 3. Subtracting the smaller from the larger gives 8 - 3 = 5, and since the larger absolute value was 8, we give the result the same sign as 8, so 8 + (-3) = 5. 2) When adding integers of the opposite signs, we take their absolute values, subtract the smaller from the larger, and give the result the sign of the integer with the larger absolute value. <br />Example: 8 + (-17) =?The absolute values of 8 and -17 are 8 and 17. Subtracting the smaller from the larger gives 17 - 8 = 9, and since the larger absolute value was 17, we give the result the same sign as -17, so 8 + (-17) = -9. <br />Example: -22 + 11 = ?The absolute values of -22 and 11 are 22 and 11. Subtracting the smaller from the larger gives 22 - 11 = 11, and since the larger absolute value was 22, we give the result the same sign as -22, so -22 + 11 = -11. <br />Example:  53 + (-53) = ? The absolute values of 53 and -53 are 53 and 53. Subtracting the smaller from the larger gives 53 - 53 =0. The sign in this case does not matter, since 0 and -0 are the same. Note that 53 and -53 are opposite integers. All opposite integers have this property that their sum is equal to zero. Two integers that add up to zero are also called additive inverses. <br />-589085-394188WORKSHEET NO. 21<br />NAME: ___________________________________DATE: _____________ <br />YEAR & SECTION: ________________________RATING: ___________<br />190503810<br />Answer the following.<br />WRITE YOUR SOLUTION HERE:<br />-56+90789=____________________<br />1322+(-789)= __________________<br />465+(-88976)= _________________<br />-6789+(-467)= _________________<br />345+78=______________________<br />-4286250-1269-2457+789=___________________<br />2178+(-578) ___________________<br />47+(-678)= ____________________<br />-678+(-98)= ___________________<br />236+(-76)= ____________________<br />WRITE YOUR SOLUTION HERE:Solve the following.<br />232+(-4567)+(-56)= _____________<br />4523+7+(-789)= ________________<br />-978+(-789)+(-65)= _____________<br />212+(-6)+67=__________________<br />5679+(-432)+(-678)= ____________<br />
033 lesson 21
033 lesson 21
033 lesson 21

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033 lesson 21

  • 1. Lesson 21 <br />ADDITION OF INTEGERS<br />Objectives <br />After this lesson, the students are expected to:<br />add integers correctly;<br />master the rules in adding integers;<br />analyze the given expressions.<br />In adding integers, the following must be considered:<br />1) When adding integers of the same sign, we add their absolute values, and give the result the same sign. <br />Examples: 2 + 5 = 7(-7) + (-2) = - (7 + 2) = -9 (-80) + (-34) = - (80 + 34) = -114<br />4432935200025<br />Example: 8 + (-3) =? The absolute values of 8 and -3 are 8 and 3. Subtracting the smaller from the larger gives 8 - 3 = 5, and since the larger absolute value was 8, we give the result the same sign as 8, so 8 + (-3) = 5. 2) When adding integers of the opposite signs, we take their absolute values, subtract the smaller from the larger, and give the result the sign of the integer with the larger absolute value. <br />Example: 8 + (-17) =?The absolute values of 8 and -17 are 8 and 17. Subtracting the smaller from the larger gives 17 - 8 = 9, and since the larger absolute value was 17, we give the result the same sign as -17, so 8 + (-17) = -9. <br />Example: -22 + 11 = ?The absolute values of -22 and 11 are 22 and 11. Subtracting the smaller from the larger gives 22 - 11 = 11, and since the larger absolute value was 22, we give the result the same sign as -22, so -22 + 11 = -11. <br />Example: 53 + (-53) = ? The absolute values of 53 and -53 are 53 and 53. Subtracting the smaller from the larger gives 53 - 53 =0. The sign in this case does not matter, since 0 and -0 are the same. Note that 53 and -53 are opposite integers. All opposite integers have this property that their sum is equal to zero. Two integers that add up to zero are also called additive inverses. <br />-589085-394188WORKSHEET NO. 21<br />NAME: ___________________________________DATE: _____________ <br />YEAR & SECTION: ________________________RATING: ___________<br />190503810<br />Answer the following.<br />WRITE YOUR SOLUTION HERE:<br />-56+90789=____________________<br />1322+(-789)= __________________<br />465+(-88976)= _________________<br />-6789+(-467)= _________________<br />345+78=______________________<br />-4286250-1269-2457+789=___________________<br />2178+(-578) ___________________<br />47+(-678)= ____________________<br />-678+(-98)= ___________________<br />236+(-76)= ____________________<br />WRITE YOUR SOLUTION HERE:Solve the following.<br />232+(-4567)+(-56)= _____________<br />4523+7+(-789)= ________________<br />-978+(-789)+(-65)= _____________<br />212+(-6)+67=__________________<br />5679+(-432)+(-678)= ____________<br />