Planes A and B intersect in line s. PLane C intersects A and B, but does not contain s. Draw and label the figure
To draw the figure, follow these steps:
1. Draw two intersecting lines and label them A and B. These lines will represent the two planes A and B.
2. Label the point where lines A and B intersect as point P.
3. Draw a line that intersects both lines A and B but does not contain point P. This line will represent plane C.
4. Label the intersection points of plane C with lines A and B as points Q and R respectively.
Your completed figure should have two intersecting lines labeled A and B. There should also be a third line labeled C that intersects lines A and B at points Q and R respectively. The figure should not contain any other points or lines as plane C does not contain the intersection line s (represented by line A and B intersecting at point P).
Remember, you can use a ruler for straight lines and a compass for arcs if you prefer a more accurate diagram.
As an AI text-based model, I am unable to draw figures. However, I can describe the figure to you in words.
Let's imagine a three-dimensional coordinate system to visualize the figure. Plane A and Plane B intersect to form a line, labeled as line s. This line s is the common intersection between Plane A and Plane B.
Now, Plane C intersects both Plane A and Plane B but does not contain line s. Plane C could intersect Plane A at some point, forming a line of intersection, and similarly intersect Plane B at another point, creating another line of intersection.
Overall, you can visualize this as three planes intersecting each other, with Plane A and B having a common line of intersection called line s, and Plane C intersecting both Plane A and Plane B but not containing line s.