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              \\November 3, 2023 11:36 AM   Surender Prajapati   Proof 5   Reader _________________________   Date: ___________________74





                    (g)  The points ________, ________ and ________ lie in the interior of the circle.
                    (h)  AB = ________ × OP.

                     (i)  CD is a ________ of the circle.     (j)   The longest chord of the circle is ________.
                2.  State whether the following statements are true or false:
                    (a)  The radius of a circle is double the diameter.                                  __________

                    (b)  We can draw many diameters, radii and chords on a circle.                       __________

                    (c)  A circle can have many centres.                                                 __________
                    (d)  Every diameter of a circle is its chord.                                        __________
                    (e)  Every chord of a circle is its diameter.                                        __________

                    (f)  The circumference of a circle depends on its radius.                            __________
                3.  Find the diameter of a circle whose radius is:

                    (a)  2.5 cm             (b)  3 cm                (c)  11 mm               (d)  8 cm
                4.  Find the radius of a circle whose diameter is:
                    (a)  6 cm               (b)  9 cm                (c)  23 mm               (d)  16 mm

                5.  Draw circles of the following radii by using compass:
                    (a)  3 cm               (b)  3.8 cm              (c)  4.5 cm              (d)  5 cm



              SOLID SHAPES

              3D shapes are solid shapes or objects that have three dimensions (which are length, width,
              and height), as opposed to two-dimensional objects which have only a length and a width.

              Some examples of 3D shapes are cubes, cuboids, cones and cylinders.






                               Cube                  Cuboid               Cylinder              Cone
              NET

              A net is a 2D shape that can be obtained by opening a 3D shape.

              Look at the following opening of an empty cubical box.







                                    A cubical box
                                                                            Net of the cubical  box
              Nets of a Cube

              A cube is a 3D shape whose all faces are squares.

              It has six faces, eight corners and twelve edges.


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