Page 18 - Praktis Hebat PT3 2022 - Tg 2 Matematik
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                 PRAKTIS PT3  Pola dan Jujukan                  Bahagian C
                   1
                         Patterns and Sequences
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                                                                  1.  (a)  (i)  Darab nombor sebelumnya dengan 3.
                                                                          Multiply the previous number by 3.
                 Bahagian A                                            (ii)  Tolak 6 daripada nombor sebelumnya.
                                                                          Subtract 6 from the previous number.
                  1.  C   2.  A   3.  D    4.  B    5.  B              (iii)  Tambah 5 kepada nombor sebelumnya.
                  6.  C   7.  D   8.  D    9.  B   10.  A                 Add 5 to the previous number.
                                                                    (b)  –102
                 Bahagian B
                                                                    (c)  (i)  5
                                                                       (ii)  20
                  1.
                             16              20                   2.  (a)  (i)  Nombor ganjil / Odd numbers:
                                                                          11, 21, 31, 41, 51, 61
                     20                                                       Pola:  Menambah   10   kepada   nombor
                              P       12        Q       28                    sebelumnya.
                                                                          Pattern: Add 10 to the previous number.
                                                                          Nombor genap / Even numbers:
                                   8      4                               16, 26, 36, 46, 56
                         4                       –4                       Pola:  Menambah  10  kepada  nombor
                                                                              sebelumnya.
                  2.  (a)  233; 610                                        Pattern: Add 10 to the previous number.
                    (b)  (i)  ✗                                     (b)  (i)  Jujukan / A sequence
                       (ii)  ✓                                         (ii)  Bukan jujukan / Not a sequence
                                                                       (iii)  Bukan jujukan / Not a sequence
                  3.  (a)  121; 191
                    (b)  (i)  Tolak 25 daripada nombor sebelumnya.  (c)  2.4 + 1.6n, n = 1, 2, 3, …
                          Subtract 25 from the previous number.    3.  (a)  (i)  1, 4, 9, …
                       (ii)  Darab nombor sebelumnya dengan −4.        (ii)   T  = n , n = 1, 2, 3, …
                                                                              2
                                                                           n
                          Multiply the previous number by −4.          (iii)  144
                  4.                                                (b)  (i)  45 − 6n, n = 0, 1, 2, 3, …
                                      1                                (ii)  −30
                                                                    (c)  P = 50; Q = 68; R = 74
                                  1       1
                                                                  4.  (a)  (i)  P = −3.36; Q = −0.24
                              1       2      1                         (ii)  a = 61; b = 85
                                                                    (b)  10
                          1       3       3      1
                                                                    (c)  36
                                                                            
                      1       4       6      4       1            5.  (a)  (i)   1 1  n , n = 0, 1, 2, 3, …
                                                                          4 2
                                                                        (ii)  43 − 5n, n = 0, 1, 2, 3, …
                  1       5      10      10      5       1
                                                                       (iii)  6n + 16, n = 0, 1, 2, 3, …
                                                                    (b)  (i)  +6
                  5.                                                   (ii)  −96
                        –1, 3, 7, 11, ...           3 + 3n          (c)  10, 12.4, 14.8, 17.2, 19.6, 22, …
                                                                         +2.4  +2.4  +2.4  +2.4  +2.4
                        6, 9, 12, 15, ...           7 × 2 n            10 + 12.4 + 14.8 + 17.2 + 19.6 + 22 = 96
                                                                       96  100
                                                                       Ya.  Reben  berukuran  1  meter  tersebut  cukup
                      14, 28, 56, 112, ...          4n – 5
                                                                       panjang untuk dipotong kepada 6 bahagian.
                                                                       Yes. The 1 metre ribbon is long enough to be cut
                      3 ,   3  ,   3  ,   3           3                into 6 parts.
                      5  25  125  625                 5 n



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         15 JAW Praktis HEBAT Mate Tg2.indd   1                                                        18/02/2022   3:40 PM
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