PART III: MATHEMATICS
Section 1 (maximum marks: 32)
• This section contains EIGHT (08) questions.
• Each question has FOUR options ONE OR MORE THAN ONE of these four option(s) is(are) correct answer(s).
• For each question, choose the option(s) corresponding to (all) the correct answer(s).
• Answer to each question will be evaluated according to the following marking scheme. Full Marks +4 If only (all) the correct option(s) is (are) chosen;
Partial Marks +3 If all the four options are correct but ONLY three options are chosen;
Partial marks +2 if three or more options are correct but ONLY two options are chosen and both of which are correct;
Partial Marks +1 If two or more options are correct but ONLY one option is chosen and it is a correct option;
Zero Marks 0 If none of the options is chosen (i.e. the question is unanswered);
Negative Marks -1 In all other cases.
• For example, in a question, if
and 
are given. For which point(s) Q on L 2 can we find a point P on l! and a point R on L 3 so that P, Q and R are collinear? 
Text Solution
Verified by ExpertsCHECK THE SOLUTION.
(a, b)
P. V. of point P, 
P. V. of point 
P. V. of point R, 
PQR are collinear. Hence 
or 
, where 
Hence, 
or 
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