The correct equation is:
4n + 22 = 8n - 10
Which equation can be used to determine the value of these two adjacent angles?
(1 point)
Responses
(4n + 22) + (8n - 10) = 90
(4n + 22) + (8n - 10) = 90
(4n + 22) + (8n - 10) = 180
(4n + 22) + (8n - 10) = 180
(4n + 22) - (8n - 10) = 180
(4n + 22) - (8n - 10) = 180
4n + 22 = 8n - 10
4n + 22 = 8n - 10
3 answers
(4n+22)
(8n-10)°
a straight line then there is a line that is at an angle..on the left side 4n +22 and on the right side 8n-10
(8n-10)°
a straight line then there is a line that is at an angle..on the left side 4n +22 and on the right side 8n-10
In this case, the angles are adjacent angles and form a straight line. Since adjacent angles form a straight line, their sum will be equal to 180 degrees. Therefore, the correct equation to determine the value of these two adjacent angles is:
(4n + 22) + (8n - 10) = 180
(4n + 22) + (8n - 10) = 180