Page 100 - 4. UKBM MAT WA
P. 100

1.  Diketahui fungsi   sinf x   x . Tentukanlah nilai dari

                             1                         2 
                       a.  f                     b.  f                      c.    0f
                                
                             2                          3 
                       Jawab:
                             1         1 
                       a.  f      sin     ...............................................................................................
                                             
                                 
                              2        2 
                               2     2
                       b.  f       sin   ....................................................................................................
                               3       3
                                       
                       c.  f    0  sin0 .............................................................................................................

                   2.  Diketahui    1 cosf x    x

                              
                       a.  f       ...................................................................................................................
                              3 
                       b.  f    ..................................................................................................................... 

                             3 
                       c.  f      ..................................................................................................................
                              4 

                   3.  Diketahui    sinf x    x   1 
                                                  
                                           
                                                    
                                               2 
                              
                       a.  f       .....................................................................................................................
                              4 
                              3 
                       b.  f      ...................................................................................................................
                               4 
                             3 
                       c.  f       ....................................................................................................................
                              2 

                   4.  Diketahui    3sinf x   x  2cos x

                              5 
                       a.  f       ...................................................................................................................
                               4 
                       b.  f    0  .......................................................................................................................

                       c.  f    ...................................................................................................................... 

                   Setelah  kalian  dapat  menentukan  nilai  suatu  fungsi  trigonometri  untuk  suatu  nilai  x ,
                   sekarang  saatnya  kalian  mempelajari  grafik  suatu  fungsi  trigonometri,  bagaimana
                   menggambarnya, memperkirakannya dan menafsirkannya.

                   (i)  Grafik Fungsi  y  sin x
                                            0
                       Untuk 0    360
                                 x

                              x      0      30     45      60     90     120     135     150    180
                                            1     1       1              1       1        1
                           sin x     0                2      3     1        3       2            0
                                0
                                            2     2       2              2       2        2





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