Question

Find the measure of the missing angles.
98°
m
k
127°
g
h
Answer
Attempt 1 out of 2

g =
° h =
°
k =
° m =
°

Answer 1

To find the measures of the missing angles, we need to understand the relationships between the angles provided. Without specific information about how the angles are related (for example, whether they are angles in a triangle, angles on a straight line, etc.), I'll outline a few common cases:

1. **Supplementary Angles**: If the angles are supplementary (they add up to 180°), we can use the relationship to find the missing values. The equation would be:
- \( g + 98° = 180° \)
- \( h + 127° = 180° \)
- \( k + m = 180° \) (If k and m are supplementary angles)

2. **Adjacent Angles**: If the angles are adjacent and form a straight line:
- \( m + k + g + h = 360° \) (If they form a circle)
- \( m + k = 180° \)
- \( g + h = 180° \)

Assuming the angles are supplementary:

For \( g \):
\[ g + 98° = 180° \]
\[ g = 180° - 98° \]
\[ g = 82° \]

For \( h \):
\[ h + 127° = 180° \]
\[ h = 180° - 127° \]
\[ h = 53° \]

If \( k \) and \( m \) are supplementary as well, we can assign values based on the remaining angles, but we need more information to proceed further.

Please provide details about the relationships between the angles to get specific values of \( k \) and \( m \).