^{°}?

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Date
Questions20
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1

Find the Supplementry Angle for 166^{°}?

2

Find the Supplementry Angle for 99^{°}?

3

Find the Supplementry Angle for 5^{°}?

4

Find the Supplementry Angle for 131^{°}?

5

Find the Supplementry Angle for 108^{°}?

6

Find the Supplementry Angle for 67^{°}?

7

Find the Supplementry Angle for 55^{°}?

8

Find the Supplementry Angle for 153^{°}?

9

Find the Supplementry Angle for 58^{°}?

10

Find the Supplementry Angle for 64^{°}?

11

Find the Complementary Angle for 73^{°}?

12

Find the Complementary Angle for 19^{°}?

13

Find the Complementary Angle for 67^{°}?

14

Find the Complementary Angle for 61^{°}?

15

Find the Complementary Angle for 79^{°}?

16

Find the Complementary Angle for 35^{°}?

17

Find the Complementary Angle for 48^{°}?

18

Find the Complementary Angle for 11^{°}?

19

Find the Complementary Angle for 47^{°}?

20

Find the Complementary Angle for 6^{°}?

Answers Key

Show All Workout

1

Find the Supplementry Angle for 166^{°}?

14^{°} is the Supplementry Angle for 166^{°}.

Solution

If the sum of measures of two angles is 180^{°} then they are called supplementary angles

∴ The supplement of 166^{°} = 180^{°} – 166^{°} = 14^{°}

∴ The supplement of 166

2

Find the Supplementry Angle for 99^{°}?

81^{°} is the Supplementry Angle for 99^{°}.

Solution

If the sum of measures of two angles is 180^{°} then they are called supplementary angles

∴ The supplement of 99^{°} = 180^{°} – 99^{°} = 81^{°}

∴ The supplement of 99

3

Find the Supplementry Angle for 5^{°}?

175^{°} is the Supplementry Angle for 5^{°}.

Solution

If the sum of measures of two angles is 180^{°} then they are called supplementary angles

∴ The supplement of 5^{°} = 180^{°} – 5^{°} = 175^{°}

∴ The supplement of 5

4

Find the Supplementry Angle for 131^{°}?

49^{°} is the Supplementry Angle for 131^{°}.

Solution

If the sum of measures of two angles is 180^{°} then they are called supplementary angles

∴ The supplement of 131^{°} = 180^{°} – 131^{°} = 49^{°}

∴ The supplement of 131

5

Find the Supplementry Angle for 108^{°}?

72^{°} is the Supplementry Angle for 108^{°}.

Solution

If the sum of measures of two angles is 180^{°} then they are called supplementary angles

∴ The supplement of 108^{°} = 180^{°} – 108^{°} = 72^{°}

∴ The supplement of 108

6

Find the Supplementry Angle for 67^{°}?

113^{°} is the Supplementry Angle for 67^{°}.

Solution

If the sum of measures of two angles is 180^{°} then they are called supplementary angles

∴ The supplement of 67^{°} = 180^{°} – 67^{°} = 113^{°}

∴ The supplement of 67

7

Find the Supplementry Angle for 55^{°}?

125^{°} is the Supplementry Angle for 55^{°}.

Solution

If the sum of measures of two angles is 180^{°} then they are called supplementary angles

∴ The supplement of 55^{°} = 180^{°} – 55^{°} = 125^{°}

∴ The supplement of 55

8

Find the Supplementry Angle for 153^{°}?

27^{°} is the Supplementry Angle for 153^{°}.

Solution

If the sum of measures of two angles is 180^{°} then they are called supplementary angles

∴ The supplement of 153^{°} = 180^{°} – 153^{°} = 27^{°}

∴ The supplement of 153

9

Find the Supplementry Angle for 58^{°}?

122^{°} is the Supplementry Angle for 58^{°}.

Solution

If the sum of measures of two angles is 180^{°} then they are called supplementary angles

∴ The supplement of 58^{°} = 180^{°} – 58^{°} = 122^{°}

∴ The supplement of 58

10

Find the Supplementry Angle for 64^{°}?

116^{°} is the Supplementry Angle for 64^{°}.

Solution

If the sum of measures of two angles is 180^{°} then they are called supplementary angles

∴ The supplement of 64^{°} = 180^{°} – 64^{°} = 116^{°}

∴ The supplement of 64

11

Find the Complementary Angle for 73^{°}?

17^{°} is the Complementary Angle for 73^{°}.

Solution

If the sum of the measures of two angles is 90^{°} then they are called complementary angles.

∴ The complement of 73^{°} = 90^{°} – 73^{°} = 17^{°}

∴ The complement of 73

12

Find the Complementary Angle for 19^{°}?

71^{°} is the Complementary Angle for 19^{°}.

Solution

If the sum of the measures of two angles is 90^{°} then they are called complementary angles.

∴ The complement of 19^{°} = 90^{°} – 19^{°} = 71^{°}

∴ The complement of 19

13

Find the Complementary Angle for 67^{°}?

23^{°} is the Complementary Angle for 67^{°}.

Solution

If the sum of the measures of two angles is 90^{°} then they are called complementary angles.

∴ The complement of 67^{°} = 90^{°} – 67^{°} = 23^{°}

∴ The complement of 67

14

Find the Complementary Angle for 61^{°}?

29^{°} is the Complementary Angle for 61^{°}.

Solution

If the sum of the measures of two angles is 90^{°} then they are called complementary angles.

∴ The complement of 61^{°} = 90^{°} – 61^{°} = 29^{°}

∴ The complement of 61

15

Find the Complementary Angle for 79^{°}?

11^{°} is the Complementary Angle for 79^{°}.

Solution

If the sum of the measures of two angles is 90^{°} then they are called complementary angles.

∴ The complement of 79^{°} = 90^{°} – 79^{°} = 11^{°}

∴ The complement of 79

16

Find the Complementary Angle for 35^{°}?

55^{°} is the Complementary Angle for 35^{°}.

Solution

If the sum of the measures of two angles is 90^{°} then they are called complementary angles.

∴ The complement of 35^{°} = 90^{°} – 35^{°} = 55^{°}

∴ The complement of 35

17

Find the Complementary Angle for 48^{°}?

42^{°} is the Complementary Angle for 48^{°}.

Solution

If the sum of the measures of two angles is 90^{°} then they are called complementary angles.

∴ The complement of 48^{°} = 90^{°} – 48^{°} = 42^{°}

∴ The complement of 48

18

Find the Complementary Angle for 11^{°}?

79^{°} is the Complementary Angle for 11^{°}.

Solution

If the sum of the measures of two angles is 90^{°} then they are called complementary angles.

∴ The complement of 11^{°} = 90^{°} – 11^{°} = 79^{°}

∴ The complement of 11

19

Find the Complementary Angle for 47^{°}?

43^{°} is the Complementary Angle for 47^{°}.

Solution

If the sum of the measures of two angles is 90^{°} then they are called complementary angles.

∴ The complement of 47^{°} = 90^{°} – 47^{°} = 43^{°}

∴ The complement of 47

20

Find the Complementary Angle for 6^{°}?

84^{°} is the Complementary Angle for 6^{°}.

Solution

If the sum of the measures of two angles is 90^{°} then they are called complementary angles.

∴ The complement of 6^{°} = 90^{°} – 6^{°} = 84^{°}

∴ The complement of 6