(i) State Euclid’s theorem concerning the number of common points two distinct…

MATHEMATICS · Subjective · CBSE · Mathematics · Introduction to Euclid's Geometry · Introduction to Euclid's Geometry

Problem

(i) State Euclid’s theorem concerning the number of common points two distinct straight lines can have. (ii) Lines

l

and

m

are claimed to be distinct yet they are both said to pass through the points

A(2,3)

and

B(2,5)

. Give a clear explanation, based on the theorem stated in part (i), to show why this claim must be false.