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a0                      n        n
                      f ( x)                  a n cos x bn sin x
                             2     n 1                L        L
          2L
     1                                 2L
a0             f ( x ) dx          1                   n              1
                                                                          2L
                                                                                    n
     L     0
                              a1             f ( x) cos xdx      b1      f ( x) sin    xdx
                                   L    0
                                                        L             L0             L
      1
                 yk
      L                            1                       n x        1                    n x
           k 1
                                                  yk cos                         y k sin
                                   L        k 1             L         L    k 1              L
           yk
     k 1
                                                        n x                              n x
        L                                     yk cos                           y k sin
                                       k 1               L             k 1                L
     [ average of f ( x )]
                                                    L                              L
a0          x        x           2x        2x
f ( x)      a1 cos   b1 sin     a 2 cos    b2 sin      ...
       2           L        L           L         L




                            x            x
                   a1 cos       b1 sin
                            L            L
x               2 x
   y   f ( x)   c0   c1 sin     1   c 2 sin       2       ...
                            L                L


                                                            a0
                                                  c0           ,
                                                            2
                                                  c1            a12       b12 ,
                                                                      1   a1
                                                      1     tan
                     x                                                    b1
y c0 c1 sin                 1
                     L
1 51                      51
                                                n x
                                                                       51
                                                                                      n x
a0         yk                         yk    cos                             y k sin
     L k 1                                       L                 k 1                 L
                          a1
                                k 1                          b1
     8205                               L                                         L
       51                      2605.2801                          5521.808
     160.8824                     25.5                              25.5
                               80.9914                            216.5415




              160 .8824                      x                   x
     f ( x)               80 .9914 cos           216 .5415 sin              ...
                   2                       25 .5               25 .5
a0                                                   a1
c0                     2    2                   tan   1
      2         c1    a1   b ,
                           1
                                            1
                                                          b1
     160.8824
                                                       80.9914
         2            80.99142 216.54152        tan   1

                                                      216.5415
     80.4412         231.1922                   0.3579




                                     x
        y   80.4412 231.1922 sin           0.3579
                                     L
District             Fourier Series Equation

Shah Alam   y= 80.4412 + 231.1922sin*(πx/25.5) + 0.3579+

Gombak      y= 60.4314 + 74.1562 sin*(πx/25.5) + 0.2120+

  Klang     y= 25.5882 + 81.4546 sin[(πx/25.5) -0.1933]


 District             Fourier Series Equation


Shah Alam   y= 34.6774 + 72.1705sin *(πx/15.5) – 0.0217]
Gombak       y= 57.5968 + 66.344sin [(πx/15.5) +0.2497]
  Klang     y= 15.7097 + 18.7445sin [(πx/15.5) – 0.4619]
District   Peak Value Cases   Week

Shah Alam         310           10
 Gombak           130           10
  Klang           110           12



 District   Peak Value Cases   Week

Shah Alam         120            9
 Gombak           120            7
  Klang           35            10
Comparison Of Dengue Cases Between Chosen District In Selangor By Using Fourier Series

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Comparison Of Dengue Cases Between Chosen District In Selangor By Using Fourier Series

  • 1.
  • 2.
  • 3.
  • 4.
  • 5.
  • 6. a0 n n f ( x) a n cos x bn sin x 2 n 1 L L 2L 1 2L a0 f ( x ) dx 1 n 1 2L n L 0 a1 f ( x) cos xdx b1 f ( x) sin xdx L 0 L L0 L 1 yk L 1 n x 1 n x k 1 yk cos y k sin L k 1 L L k 1 L yk k 1 n x n x L yk cos y k sin k 1 L k 1 L [ average of f ( x )] L L
  • 7. a0 x x 2x 2x f ( x) a1 cos b1 sin a 2 cos b2 sin ... 2 L L L L x x a1 cos b1 sin L L
  • 8. x 2 x y f ( x) c0 c1 sin 1 c 2 sin 2 ... L L a0 c0 , 2 c1 a12 b12 , 1 a1 1 tan x b1 y c0 c1 sin 1 L
  • 9.
  • 10. 1 51 51 n x 51 n x a0 yk yk cos y k sin L k 1 L k 1 L a1 k 1 b1 8205 L L 51 2605.2801 5521.808 160.8824 25.5 25.5 80.9914 216.5415 160 .8824 x x f ( x) 80 .9914 cos 216 .5415 sin ... 2 25 .5 25 .5
  • 11. a0 a1 c0 2 2 tan 1 2 c1 a1 b , 1 1 b1 160.8824 80.9914 2 80.99142 216.54152 tan 1 216.5415 80.4412 231.1922 0.3579 x y 80.4412 231.1922 sin 0.3579 L
  • 12.
  • 13.
  • 14. District Fourier Series Equation Shah Alam y= 80.4412 + 231.1922sin*(πx/25.5) + 0.3579+ Gombak y= 60.4314 + 74.1562 sin*(πx/25.5) + 0.2120+ Klang y= 25.5882 + 81.4546 sin[(πx/25.5) -0.1933] District Fourier Series Equation Shah Alam y= 34.6774 + 72.1705sin *(πx/15.5) – 0.0217] Gombak y= 57.5968 + 66.344sin [(πx/15.5) +0.2497] Klang y= 15.7097 + 18.7445sin [(πx/15.5) – 0.4619]
  • 15. District Peak Value Cases Week Shah Alam 310 10 Gombak 130 10 Klang 110 12 District Peak Value Cases Week Shah Alam 120 9 Gombak 120 7 Klang 35 10