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Planes in Space.

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Presentation on theme: "Planes in Space."— Presentation transcript:

1 Planes in Space

2 How do we describe the common properties of the set of points/lines in a plane?

3

4 Cartesian form of a plane
ax+ by + cz = d Example-1: Find the Cartesian equation of the plane containing the point A(3,1,1) and with the normal vector given by n = 3i-2j+4k.

5 Example-2: Find the equation of the plane containing the points A(2,1,1), B(0,4,1) and C(-2,1,4).

6 Intersection of Two Planes
1. When do we say two planes are parallel? 2. How about perpendicular? 3. If two planes intersect, what will be formed?

7 4. How can we determine the angle between two intersecting planes?

8 Class work

9 Class work Find the equation of the planes:

10

11 Wednesday Quiz on Vectors


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