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Matching-List & Matching-Matrix Type                     Jai Baba Ki17

                                             Matching-Matrix Type




           In this section, each question contains statements given in two columns, which have
           to be matched. The statements in Column I are labelled (A), (B), (C) and (D), while
           the statements in Column II are labelled (p), (q), (r) and (s). Any given statement in

           Column I can have correct matching with ONE OR MORE statement(s) in Column
           II. The appropriate bubbles corresponding to the answers to these questions have to
                                                     be darkened.





          17. Consider the lines given by
                                                    L 1 : x + 3y − 5 = 0

                                                    L 2 : 3x − ky − 1 = 0

                                                    L 3 : 5x + 2y − 12 = 0




                                              List-I                                           List-II


                (A)   L 1 , L 2 , L 3 are concurrent, if                                  (p)   k = −9


                                                                                                      6
                (B)   One of L 1 , L 2 , L 3 is parallel to at least one of the other     (q)   k = −
                                                                                                      5
                      two, if

                                                                                                    5
                (C)   L 1 , L 2 , L 3 form a triangle, if                                  (r)  k =
                                                                                                    6


                (D)   L 1 , L 2 , L 3 do not form a triangle, if                           (s)  k = 5







                                                         (p)   (q)   (r)  (s)

                                                 (A)      p     q    r     s

                                                 (B)      p     q    r     s


                                                 (C)      p     q    r     s

                                                 (D)      p     q    r     s



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