Question
Find the value of a. The diagram is not to scale.
A quadrilateral is drawn. The upper and lower sides are parallel. The interior angle in the upper left corner is labeled a degrees. The angle in the upper right corner is labeled 113 degrees. The angle in the lower right corner is labeled b degrees. The angle in the lower left corner is labeled 36 degrees.
(1 point)
Responses
36o
36 o
144o
144 o
54o
54 o
126o
A quadrilateral is drawn. The upper and lower sides are parallel. The interior angle in the upper left corner is labeled a degrees. The angle in the upper right corner is labeled 113 degrees. The angle in the lower right corner is labeled b degrees. The angle in the lower left corner is labeled 36 degrees.
(1 point)
Responses
36o
36 o
144o
144 o
54o
54 o
126o
Answers
GPT 3.5
To find the value of a, we can use the fact that the sum of the interior angles in a quadrilateral is always equal to 360 degrees.
We know that the angles in the upper right corner and the lower left corner are 113 degrees and 36 degrees, respectively. So, the sum of these two angles is 113 + 36 = 149 degrees.
Therefore, a + b + 149 = 360 degrees.
Since we don't know the value of b, we cannot solve for a directly.
We know that the angles in the upper right corner and the lower left corner are 113 degrees and 36 degrees, respectively. So, the sum of these two angles is 113 + 36 = 149 degrees.
Therefore, a + b + 149 = 360 degrees.
Since we don't know the value of b, we cannot solve for a directly.