Q21.
Question
Is it possible for a line and a point to be noncoplanar?
Step-by-Step Solution
Verified Answer
There is no possibility for the provided condition.
1Step 1. Definition of plane.
A plane is a geometrical figure which lies in the category of “two dimensional geometry” and it has no limit for stretching. Also a plane consists of line and points.
2Step 2. Definition of noncoplanar line and point.
If a line and a point are positioned at different planes so the line and the point can be called as noncoplanar because they are not having the same plane.
3Step 3. Make the conclusion by using the definition.
As both the definitions are not satisfying each other because a plane can contain both line and points so the provided condition does not hold any possibility.
Other exercises in this chapter
Q19.
Refer to a number line that is not pictured here. Point A has coordinate 2 and point B has coordinate 5.What is the coordinate of a point th
View solution Q20.
Refer to a number line that is not pictured here. Point A has coordinate 2 and point B has coordinate 5.What is the coordinate of a point th
View solution Q22.
Is it possible for the intersection of two planes to consist of a segment?
View solution Q23.
Is a postulate an important proved statement, or is it a basic assumption?
View solution