[tex]\large\mathcal{Answers:}[/tex]
1. Neither
2. Supplementary
3. Complementary
4. Complementary
5. Neither
6. Supplementary
[tex]\large\mathcal{Explanation:}[/tex]
- To identify whether the given angle measurements are complementary, supplementary or neither, add the given angle measurements.
- If the sum is 90°, then the angle measurements are complementary.
- If the sum is 180°, the angle measurements are supplementary.
- If the sum is not 90° and 180°, then the angle measurements are not complementary and supplementary. They are neither.
‾‾‾‾‾‾‾‾‾‾‾‾‾‾‾‾‾‾‾‾‾‾‾‾‾‾‾‾‾‾‾‾‾‾‾‾‾
1.
- Get the sum of 36° and 24°.
- 36° + 24° = 60°
- 36° and 24° are not complementary and supplementary.
2.
- Get the sum of 147° and 33°.
- 147° + 33° = 180°
- 147° and 33° are supplementary.
3.
- Get the sum of 18° and 72°.
- 18° + 72° = 90°
- 18° and 72° are complementary.
4.
- Get the sum of 51° and 39°.
- 51° + 39° = 90°
- 51° and 39° are complementary.
5.
- Get the sum of 67° and 105°.
- 67° + 105° = 172°
- 67° and 105° are not complementary and supplementary.
6.
- Get the sum of 96° and 84°.
- 96° + 84° = 180°
- 96° and 84° are supplementary.
So that's how to tell whether each pair of angle measurements are complementary, supplementary or neither.
#MathIsBeautifulJustLikeYou
