Page 169 - Math Skill - 5
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Perimeter, Area and Volume                                                                             167

          2. The sides of some squares are given below. Find their perimeter using the formula.
              (a)  Side = 6.4 m                  (b) Side = 6.8 cm                (c) Side = 125 cm

          3. Find the missing entry of the rectangle for each of the following:

               Perimeter            56 cm           192 cm            120 cm           64 cm            144 cm
               Length               18 cm                                              20 cm            48 cm

               Breadth                               46 cm            30 cm

          4. Find the side of the square for each of the following:

               Perimeter            32 cm            48 cm            108 cm           144 cm           324 cm

               Side

        Area

        You know that a figure is always drawn on a plane. You also know that a closed figure encloses
        a certain part of the plane. The enclosed part of the plane forms the interior region of the figure
        and the rest of the plane forms its exterior. The region enclosed by a figure is called its area.
        Observe  the  following  figures  carefully  and  identify  the  interior  region  of  each  figure  and

        colour it the way you want using crayons.









        The region enclosed by each figure which you just have coloured is the area of that figure. Just
        like the above figures, each and every surface has a definite area.
        Look closely and you will discover many more examples of real surfaces having an area.

        The number of square units need to cover the surface of a plane figure is its area.
        If      = 1 square cm, then area of the below shaded part is 16 square cm.



                                                            4

                                                            5 3
                                                            6 7 2 1
                                                            8 9 10 16

                                                       11 12 13 15
                                                               14





        Area of Figures not Covering Whole Squares

        There are some shapes which do not cover the whole squares, or complete squares. To find the
        area of such figures, we have to consider half-squares besides complete squares.
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