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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

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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

Find the measure of complementary & supplementary angles worksheet with answers for 6th grade math curriculum is available online for free in printable and downloadable (pdf & image) format. Tap on PRINT, PDF or IMAGE button to print or download this grade-6 geometry worksheet to practice finding the complementary or supplementary angle for the given angle.

In this sixth grade geometry worksheet, students are required to find the measure of another angle to make it as a complementary or supplementary angle. To find the measure of angle which makes complementary or supplementary, user should know what is complementary and supplementary angles.

The **complementary angles** states that the sum of measures of two angles is 90°.Similarly, the **supplementary angles** states that the sum of measures of two angles is 180°.

Teachers, tutors, parents or students can check or validate the solved questions by using the corresponding answers key which comprises the step by step work on how to find the measure of missing angle of complementary or supplementary angles.

Students, teachers, tutors or parents can generate unlimited set of questions and answers by using this "**NEW WORKSHEET**" button to prepare exam, assignments, classwork or homework problems, or step by step calculation on finding the measure of complementary or supplementary angles.

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