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              \\February 16, 2024 2:20 PM   Surender Prajapati   Proof 5   Reader _________________________   Date: ___________________74








                                                         Chapter assessment
                1.  Choose the correct option.

                    (a)  Six bells  commence  tolling  together and  toll at intervals  of  2, 4, 6, 8 10 and  12
                        seconds respectively. In 30 minutes, how many times do they toll together?

                         (i) 4                 (ii)  10                (iii)  15              (iv)  16
                    (b)  The least  number  which  should  be added  to 2497  so that  the  sum  is  exactly
                        divisible by 5, 6, 4 and 3 is:

                         (i)  13               (ii)  23                (iii)  33              (iv)  3
                    (c)  Reema, Neema and  Siya start  at the same time in  the  same direction to  run
                        around  a  circular  stadium.  Reema completes  a  round  in  308  seconds,  Neema in
                        198 seconds and Siya in 252 seconds, all starting from the same point. After what
                        time will they meet again at the starting point?

                         (i)  45 min           (ii)  42 min 36 sec     (iii)  45 min 12 sec  (iv)  46 min 12 sec
                2.  Atul  has  prepared  72  cupcakes in  4 different  flavours  where each  flavour has  equal
                    numbers.  He wanted  to arrange them  in  a  rectangular  box such  that  each  flavoured
                    pastry comes in every row, without repetition.  In how many rows can he arrange to
                    meet this requirement?

                3.  Aanaya wanted to arrange 36 plants of  four different varieties  in  a rectangular  area
                    surrounded by fence with each row having same type of plants. How many plants will
                    be planted in each row? Why plants are important to us?
                4.  Change  the position of  any two  digits  in the number  527253  such  that the number
                    formed will be divisible by 11.

                5.  Three children  step off together  for the morning  walk.  Their  steps measure
                    40 cm, 50 cm and 60 cm respectively. At what distance from their start will
                    the three  children step together  again? Why is the morning  walk important
                    for everyone?
                6.  Rohan’s  father  has  brought  a  new house  and  he  wants  to renovate the  living  room.
                    The living room is 6 m 70 cm long and 3 m 50 cm wide. What is the dimension of the
                    largest square tile that can be fixed on the floor so that the tiles need not be cut to
                    fit the floor?                                                  CompetenCy-Based Question
                7.  For an evening walk, three women began their walking by stepping off together from
                    the same spot. Their steps measure 75 cm, 60 cm and 105 cm, respectively. What is
                    the minimum distance each should cover so that all can cover the distance in complete
                    steps?                                                          CompetenCy-Based Question
                8.  Venkatesh wants to mail three parcels to three village schools. He finds that the postal
                    charges are  `30,  `48 and  `84,  respectively. If she  wants to  buy  stamps only of  one
                    denomination, what is the greatest denomination of stamps she must buy to mail the
                    three parcels?                                                  CompetenCy-Based Question



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