Maths · Straight line: Various forms of equations of a line, intersection of lines, angles between two lines
Two distinct lines in a plane
Two distinct lines in a plane
- A. always intersect
- B. always either intersect or are parallel
- C. always have two common points
- D. none of these
Step-by-step solution
Two distinct lines in a plane can either intersect at exactly one point or be parallel (no points of intersection). They cannot have two common points because that would imply they are the same line. Thus, option B correctly states they always either intersect or are parallel.
Related MCQs
- Tow consecutive sides of a parallelogram are and If the equation to one diagonal is , then the equation of the other diagonal is…
- Solve graphically, the following pairs of equations:…
- If \) is the point lying on the graph of the equation then find…
- Classify the following pair of line as coincident, parallel or intersecting \&…
- If the points with position vectors and are collinear then…