Question

use the diagram below to answer the following questions. 1. name a point on plane s. 2. name the point that is collinear with f and d. 3. give another name for bc⃡. 4. name de⃡ in another way. 5. name plane t another way. 6. name the plane that contains c.

Explanation:

Step1: Identify point on plane S

Point A lies on plane S.

Step2: Find collinear point

Points F, D, and E are on the same line, so E is collinear with F and D.

Step3: Rename line segment

A line - segment can be named by its two endpoints in either order, so $\overleftrightarrow{BC}$ can be named $\overleftrightarrow{CB}$.

Step4: Rename line segment

$\overleftrightarrow{DE}$ can be named $\overleftrightarrow{ED}$.

Step5: Rename plane

A plane can be named by three non - collinear points on it. Plane T can be named plane ADG (assuming A, D, G are non - collinear points on it).

Step6: Find plane with point C

Plane S contains point C.

Answer:

1. A
2. E
3. $\overleftrightarrow{CB}$
4. $\overleftrightarrow{ED}$
5. plane ADG
6. plane S