in geometry we take a point a line and a plane as defined terms write true or false and justify your answer
Answers
I think it
so
not conform
Answer:
The given statement is false.
Step-by-step explanation:
(i) Point -> It is just like a small dot marked by a pen / pencil on a white sheet of paper. That dot has no dimension. To define a point, we need to know the location which is again defined on another set of terms. This goes on. Hence due to this long chain of unknown definitions, mathematicians have categorized ‘point’ as undefined term in geometry .
(ii) Line -> It starts from a point and extends in any direction. It has no specific width. Hence ‘line’ in geometry is also an undefined term.
(iii) Plane -> Similar to line extends indefinitely, the difference is just in the number of dimensions. A plane extends indefinitely in two or more dimensions whereas a line is one-dimensional figure. Again ‘plane’ is an undefined term .