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S.NO. PAIR OF ANGLES COMPLEMENTARY
(90°)
SUPPLEMENTARY
(180°)
1. 69 , 21 ✔
2. 156 , 24 ✔
3. 33 , 147 ✔
4. 56 , 34 ✔
5. 111 , 69 ✔
6. 83 , 97 ✔
7. 161 , 19 ✔
8. 11 , 79 ✔
Find the complement of:
 1. Two angles are said to be
complementary if the sum
of their measures is 90o.
 The given angle is 20o
 Let the measure of its complement be xo.
 Then,
 x + 20o = 90o
 x = 90o – 20o
 x = 70o
 2. Two angles are said to be
complementary if the sum
of their measures is 90o.
 The given angle is 57o
 Let the measure of its complement be xo.
 Then,
 x + 57o = 90o
 x = 90o – 57o
 x = 33o
Find the supplement of:
 1. Two angles are said to be
supplementary if the sum
of their measures is 180o.
 The given angle is 105o
 Let the measure of its supplement be xo.
 Then,
 x + 105o = 180o
 x = 180o – 105o
 x = 75o
 2. Two angles are said to be
supplementary if the
sum of their measures is
180o.
 The given angle is 87o
 Let the measure of its supplement be xo.
 Then,
 x + 87o = 180o
 x = 180o – 87o
 x = 93o

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Lines and angles ppt

  • 1.
  • 2.
  • 3.
  • 4.
  • 5.
  • 6.
  • 7.
  • 8.
  • 9. S.NO. PAIR OF ANGLES COMPLEMENTARY (90°) SUPPLEMENTARY (180°) 1. 69 , 21 ✔ 2. 156 , 24 ✔ 3. 33 , 147 ✔ 4. 56 , 34 ✔ 5. 111 , 69 ✔ 6. 83 , 97 ✔ 7. 161 , 19 ✔ 8. 11 , 79 ✔
  • 10.
  • 11. Find the complement of:  1. Two angles are said to be complementary if the sum of their measures is 90o.  The given angle is 20o  Let the measure of its complement be xo.  Then,  x + 20o = 90o  x = 90o – 20o  x = 70o
  • 12.  2. Two angles are said to be complementary if the sum of their measures is 90o.  The given angle is 57o  Let the measure of its complement be xo.  Then,  x + 57o = 90o  x = 90o – 57o  x = 33o
  • 13. Find the supplement of:  1. Two angles are said to be supplementary if the sum of their measures is 180o.  The given angle is 105o  Let the measure of its supplement be xo.  Then,  x + 105o = 180o  x = 180o – 105o  x = 75o
  • 14.  2. Two angles are said to be supplementary if the sum of their measures is 180o.  The given angle is 87o  Let the measure of its supplement be xo.  Then,  x + 87o = 180o  x = 180o – 87o  x = 93o