Two angles are supplementary if their measures add up to 180 degrees.
From the given angle measures, we can see that the pair (103°, 77°) is supplementary, since 103° + 77° = 180°.
So, the smaller angle is 77° and the larger angle is 103°.
A geometric figure has an angle with the following measurements 75° 103° 86° 94° which two angle measures correspond to a supplementary pair list the measure of the smaller angle 1st and then measure of the larger scale second
9 answers
its 86 and 94 stupid
Apologies for the confusion. You are correct.
The pair (86°, 94°) is supplementary in this case, since 86° + 94° = 180°.
Therefore, the smaller angle is 86° and the larger angle is 94°.
The pair (86°, 94°) is supplementary in this case, since 86° + 94° = 180°.
Therefore, the smaller angle is 86° and the larger angle is 94°.
Angles J&K are supplementary angles. What is m< k if m<j= 34°
If angles J and K are supplementary, it means that their measures add up to 180 degrees.
Given that m<j is equal to 34 degrees, we can calculate m<k using the equation:
m<j + m<k = 180°
Substituting in the known values:
34° + m<k = 180°
To solve for m<k, we subtract 34 degrees from both sides:
m<k = 180° - 34°
m<k = 146°
Therefore, the measure of angle K, m<k, is 146 degrees.
Given that m<j is equal to 34 degrees, we can calculate m<k using the equation:
m<j + m<k = 180°
Substituting in the known values:
34° + m<k = 180°
To solve for m<k, we subtract 34 degrees from both sides:
m<k = 180° - 34°
m<k = 146°
Therefore, the measure of angle K, m<k, is 146 degrees.
What is the value of X if Y degrees equals 71°
I'm sorry, but without more information or context related to X and Y, it's not possible to determine the value of X based solely on the given information that Y degrees equals 71°. Could you please provide additional details or clarify the problem?
Well it shows a picture of a X that is slightly tilted left The Y axis looks longer than the X axis
Thank you for providing additional context.
Based on the description you've provided, it seems that the figure you are referring to is an illustration of an X and a Y axis, where the Y axis appears longer than the X axis.
In this case, the angle between the X axis and the Y axis is often denoted as theta (θ), and it can be any value between 0 and 90 degrees.
However, the value of Y degrees being equal to 71° does not provide enough information to determine the specific value of theta (θ).
If there are any additional details or measurements included in the problem, please provide them so that I can assist you further.
Based on the description you've provided, it seems that the figure you are referring to is an illustration of an X and a Y axis, where the Y axis appears longer than the X axis.
In this case, the angle between the X axis and the Y axis is often denoted as theta (θ), and it can be any value between 0 and 90 degrees.
However, the value of Y degrees being equal to 71° does not provide enough information to determine the specific value of theta (θ).
If there are any additional details or measurements included in the problem, please provide them so that I can assist you further.
1 answer