Using the image below name the relationship between ∠COB and ∠BOA. Then write an equation that you can use to solve for the measure of ∠COB. (4 points) its an adjacent angle

Answer 1

The relationship between ∠COB and ∠BOA is that they are adjacent angles. Adjacent angles share a common vertex and a side, but do not overlap.

If you know that ∠COB and ∠BOA together make a straight angle (180 degrees), you can write the following equation to solve for the measure of ∠COB:

\[ \text{m} \angle COB + \text{m} \angle BOA = 180^\circ \]

If you have the measure of ∠BOA, you can substitute it into the equation to find ∠COB:

\[ \text{m} \angle COB = 180^\circ - \text{m} \angle BOA \]

This equation can be used to find the measure of ∠COB.