3) What is the measure of each angle?
4) Classify \(\angle A\), \(\angle B\), and \(\angle C\) in the above figure as right, acute, or obtuse.
5) Find \(m\angle PKM\),\(m\angle PKT\), and \(m\angle MKT\).
5) Find \(m\angle PKM\),\(m\angle PKT\), and \(m\angle MKT\).
6) Given \(\angle JBT\) is congruent to \(\angle FMA\), find the \(m\angle FMA\)
7) What does it mean for a pair of angles to be adjacent?
10) A straight angle is bisected, then the resulting angles are bisected again. Draw a picture and find the measure of the smallest angle.
Review
21) Find \(GO\) given \(G (-5, 2)\) and \(O (7, -3)\).
22) Find the equation for \(\overleftrightarrow{GO}\).
23) Find the intersection of \(2x - 6y = 4\) and \(-3x + 6y = 7\).
21) Find \(GO\) given \(G (-5, 2)\) and \(O (7, -3)\).
22) Find the equation for \(\overleftrightarrow{GO}\).
23) Find the intersection of \(2x - 6y = 4\) and \(-3x + 6y = 7\).