Page 386 - Math Smart - 7
P. 386

^ Draw and label each image after the object has been translated.
                a)  Translate 4 units up                           b)  Translate 6 units down
                     and 2 units to the right.                         and 3 units to the left.








                                      1
                                    /\            ■>x
                                  / '\
                      5    • 4    - 3    - 2  -1  0  1  ;  n
                                       \
                             /
                            A            L


                                 . s



           Q  Draw and label the image after the object has     Q  a)  Draw the following object and the set of
                been  reflected about the v-axis.                       axes.  Label the image formed after the
                                                                        object is  rotated 90° clockwise about the
                                                                        origin.
                                                                    b)  Write the coordinates of the image.


                                                                                    r-b-



                     -5  -4  - 3    2  Jnr
                             -


                                                                         5  -   4  -   3  - 2    1   0  1  I
                                                                                   -
                                                                                     ?
                                                                                \ 1







            0 Draw and label object VSG, given the coordinates of the points: V {2, 0). S (1, 3), G  (5, 0).

                a)  What type of polygon is VSG?
                b)  Rotate polygon VSG 90° anti-clockwise about the origin. Label the image formed.
                c)   Write the coordinates of the image.













             UNiT 16  I  Transformation
   381   382   383   384   385   386   387   388   389   390   391