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               \ 28-Jan-2025                      Surender Prajapati   Proof-6             Reader’s Sign _______________________ Date __________





              D.  Answer the following.

              1.  What number divided by 28 gives the same quotient as 65 divided by 0.25?
              2.  A rule for finding the approximate length of the diagonal of a square is to multiply the length of a
                 side of the square by 1.414. Find the length of the diagonal when:
                (a)  The length of a side of the square is 8.3 cm.

                 (b)  The length of a side of the square is exactly 7.875 cm.  CompetenCy Based Question
              3.  Ruhi, Pihu, and Papiha are three friends, they ordered a pizza. They cut the pizza into three equal
                 slices. As they were going to distribute among themselves, Papiha’s sister came and she gave half of
                 her share to her sister. Can you answer that how much share has Papiha now?

                                                                             CompetenCy Based Question
                                                                   1
              4.  At a fun fair show, the price of each ticket is `43 . The total amount collected by a ticket counter
                                 1                                 2
                 person is `1087   . How many tickets were sold by him?
                                 2

              5.  For the fun fair, Sonu booked a game stall for which he paid `1500. First day he earned `985.50 and
                 second day he earned `874.75. How much did he earn in both days?

              6.  A hockey field is rectangular in shape. Its length and width are 93.45 m and 58.95 m respectively.
                 Find the area of the field.
              7.  It takes 17 full specific types of trees to make one ton of paper. If there are 221 such trees in a forest,
                 then:
                 (i)  What fraction of the trees will be used to make; (a) 5 ton of paper. (b) 10 ton of paper.

                (ii)  To save   7   part of the trees in a forest, how much paper do we have to save?
                             13
                                                                                    4    1    1
              8.  Ruhi multiplied two mixed fractions in the following manner:  3 ×    2  =  6 . What error has she
                                                                                    5    4    5
                 done?
              9.  Iqra’s father paid an electricity bill of `385.70 out of a 500-rupee note. How much change should he
                 have received?
             10.  Arjun and his friends are participated in the inter-school annual sports day. They participated in

                 hurdle race. In a hurdle race, Arjun is over hurdle B and   2   of the way through the race, as shown
                 in the figure below.                                       9
                                                                             CompetenCy Based Question


                                Start                                                              Finish
                                          A         B         C          D         E       F

                 Based on the above, answer the questions:

                    (a)  Where will Arjun be when he is   1   of the way through the race?
                                                        3

                    (b)  Where will Arjun be when he is   2   of the way through the race?
                                                        3
                    (c)  Write a fractional number that will show the part of the race that Arjun has finished when he
                        is over hurdle D.

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