Question 2 3. Which of the following best compares parallel lines in Euclidean and spherical
geometry?
A. In Euclidean geometry, for any line and point not on the line, there exist two
parallel lines that pass through the point.
In spherical geometry, for any line and point not on the line, no parallel line
exists.
B. In Euclidean geometry, for any line and point not on the line, there exists one
parallel line that passes through the point
In spherical geometry, for any line and point not on the line, there exist two
parallel lines that pass through the point.
c. In Euclidean geometry, for any line and point not on the line, there exists one
parallel line that passes through the point.
In spherical geometry, for any line and point not on the line, no parallel line
exists
D. In Euclidean geometry, for any line and point not on the line, no parallel line
exists
In spherical geometry, for any line and point not on the line, there exists one
parallel line that passes through the point
Your