When two parallel lines are intersected by a transversal line, the alternate interior angles are always equal in measure; for example, if one alternate interior angle measures 120°, the other will also measure 120°.
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What's the ANGLE? Most PEOPLE get this WRONG!😤Added:
If level one seemed easy to you, this level stumps a lot of people.
You have two parallel lines and a transversal line. If the market angle has a measure of 120°, what will be the measure of the next angle?
Take a look at this. The two angles are on opposite sides of the transversal line and lie between the two parallel lines. These angles are classified as alternate interior angles and these are always equal. So, this one also has a measure of 120°.
It doesn't matter that the angles are crossed, they're still equal. Comment level two done and on to level three with Telematics.
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