Find all undeveloped angles formed at the intersection of two straight lines, if the sum of three of them is 307 degrees.

1. The first undeveloped angle formed at the intersection of two straight lines will be equal to 360˚ – 307˚ = 53˚.

2. Since at the intersection of two straight lines two pairs of vertical angles are formed, then the second angle will also be equal to 53˚.

3. Find the second pair of vertical angles 180˚ – 53˚ = 127˚, that is, each angle of the second pair is equal to 127˚.

Answer: the undeveloped angles formed at the intersection of two straight lines are equal to 53˚, 127˚, 53˚, 127˚.



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