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challenge #1
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to help find the measure of angle 1, 2 and y we need to notice the angle relationships. the first angle relationship we notice is \boxed{} angles which we know are \boxed{} (i.e. equal in measure). the other angle relationship is the \boxed{} of the \boxed{} angles of a triangle. we know that if we add all the angles in a triangle they will add to \boxed{} degrees.
Brief Explanations
- Vertical angles are opposite intersecting angles, so the 38° angle matches angle 1, and 41° matches angle 2.
- The sum of the interior angles of any triangle always equals 180°, which is used to solve for the unknown angle \( y \).
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- vertical
- 38° and 41°
- sum
- interior
- 180