Match the following. Column-I Column-II (i) Divide the sum of \[\frac{12}{5}\]and \[\frac{13}{7}\]by the product of \[\frac{-4}{7}\] and \[\frac{-1}{2}\] The result obtained is (p) \[\frac{7}{10}\] (ii) Niharika spent \[\frac{3}{4}\]of her pocket money. She spent \[\frac{1}{2}\]of it on a book, \[\frac{1}{6}\] on a movie and rest for a dress. ___ part of her pocket money she spend on the dress. (q) \[3\frac{19}{28}\] (iii) If 35 shirts of equal size can be stitched from \[\frac{49}{2}\] metres of cloth. The length (in m) of doth required for each shirt is (r) 14? (iv) Two packets of chocolates weigh \[\frac{9}{4}\] kg and \[\frac{10}{7}\] kg respectively. The total weight (in kg) of the chocolates is (s) \[\frac{1}{4}\]

• A.  (i)\[\to \](p); (ii)\[\to \](q); (iii)\[\to \](r); (iv)\[\to \](s)
• B.  (i)\[\to \](r); (ii)\[\to \](s); (iii)\[\to \](p); (iv)\[\to \](q)
• C.  (i)\[\to \](p); (ii)\[\to \](r); (iii)\[\to \](s); (iv)\[\to \](q)
• D.  (i)\[\to \](r); (ii)\[\to \](p); (iii)\[\to \](s); (iv)\[\to \](q)