What are the two angles that form a linear pair with <GJI?
To identify the two angles that form a linear pair with <GJI, we first need to understand what a linear pair is.
A linear pair consists of two adjacent angles, which means they share a common vertex and a common side. Additionally, the non-common sides of the angles form a straight line, resulting in the total measure of the two angles being 180 degrees.
Now, to determine the two angles that form a linear pair with <GJI, you need to find an adjacent angle to <GJI. Look for angles that share the same vertex as <GJI and a common side. Once you find such an angle, the sum of its measure and the measure of <GJI will be equal to 180 degrees.
So, to find the two angles that form a linear pair with <GJI, you need to consider the geometric figure or diagram you have, identify the vertex, and look for adjacent angles.