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Draw a figure in which AB interest CD at O in which AC parallel to BD
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Draw a figure in which AB interest CD at O in which AC parallel to BD ...
Figure Explanation
In the given figure, AB intersects CD at point O. It is given that AC is parallel to BD. Let's break down the details of this figure to understand it better.

Key Points:
- AB intersects CD at point O.
- AC is parallel to BD.

Explanation:
- When two lines intersect, they form angles. In this case, AB and CD intersect at point O, forming several angles.
- Since AC is parallel to BD, according to the properties of parallel lines, corresponding angles are congruent. This means that angle AOC is equal to angle DOB, and angle COB is equal to angle AOD.
- Additionally, alternate interior angles are congruent as well. This implies that angle AOD is equal to angle COB, and angle DOB is equal to angle AOC.
- The given information about the parallel lines and the intersection of AB and CD allows us to determine relationships between the angles in the figure.
This understanding of parallel lines and angle relationships can be applied to solve various problems related to lines and angles. It is essential to grasp these concepts to effectively work with geometric figures and solve related questions.
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Draw a figure in which AB interest CD at O in which AC parallel to BD Related: HOTS Questions: Lines & Angles?
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