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In this lesson, we will learn how to identify the relationships between lines and planes and find the results of these intersections.

Q1:

In the following figure, determine the intersection of plane π΄ π· π΄ β² and plane π΅ π· π΅ β² .

Q2:

Which of the following statements is true about the two planes?

Q3:

Using the cube below, decide which of the following describe the relative position of the planes π΄ β² π΅ β² π΅ π΄ and π΄ β² π΅ β² πΆ π· .

Q4:

Using the cube below, decide which of the following describe the relative position of the planes π΄ π΅ πΆ and π΄ β² π΅ β² π· .

Q5:

In the following figure, determine the intersection of plane π΄ π· π΅ and plane π΄ π΅ πΆ .

Q6:

In the following figure, determine the intersection of plane π΄ π· π΅ and plane π΅ πΆ πΆ β² π΅ β² .

Q7:

Determine the intersection of plane X with plane ABC.

Q8:

Find three planes that pass through both of the points π΅ and πΆ .

Q9:

Using the cube below, decide which of the following describe the relative position of the planes π΄ π΅ π΅ β² π΄ β² and π· πΆ πΆ β² π· β² .

Q10:

Which of the following is a plane that is parallel to π΄ π΅ πΆ π· ?

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