m1=5x°
m2=(x+12)°
In the given figure, let's denote the measure of angle 1 as m1 and the measure of angle 2 as m2 . According to the information provided, m1 is given as 5x° and m2 is expressed as (x+12)°. These expressions represent the relationships between the angles and the variable x. Angle 1, m1, is specifically defined as 5 times x, while angle 2, m2, is described as x+12 degrees.
Therefore, the measure of angle 1, m1 , is 5x°, and the measure of angle 2, m2, is (x+12)°. The values of these angles can be determined by substituting a specific value for x into the respective expressions provided.