Page 11 - 1202 Question Bank Additional Mathematics Form 5
P. 11

SPM                                     Assessment






                                                         PAPER 1

                                                         Time: 2 hours
                      ©PAN ASIA PUBLICATIONS
                                                         Section A
                                                          [64 marks]
                                                      Answer all questions.

                1.  (a)  Diagram 1 on the answer space shows a part of     2.  (a)  Given that the range of y = f (x) + 1 is
                      the graph of a function y = f (x) for the domain     –2 < y < 3, find the range of f (x).  [1 mark]
                      0  <  x  < 3. On the  same  axes, sketch the   (b)  Given that f : x → x + 2 and gf : x → x + 4x + 2,
                                                                                                       2
                      corresponding part of the graph y  = f  (x) and   find
                                                      –1
                                                  1
                      state its domain.              [2 marks]          (i)  g(2),
                  (b)  The function F maps (x, y) onto (x – y, x + 2y) and   (ii)  the values of x if fg(x) = 9.   [4 marks]
                      A is the point (2, 3). F maps A onto B and B onto   Answer:
                      C. Find the coordinates of points B and C.    (a)
                                                     [2 marks]
                  (c)  If f : x → 3 – 4x, find f  (–3).  [1 mark]
                                        –1
                  Answer:
                  (a)    y


                        3

                        2
                               y = f(x)
                        1

                                            x                       (b)  (i)
                        0    1  2   3   4
                              Diagram 1


                  (b)










                                                                       (ii)


                  (c)












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         09_1202 QB AMath F5.indd   82                                                                        04/12/2021   9:25 AM
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