Senin, 11 Agustus 2014

Tugas XII IPA 1 12 Agusuts



Tentukan integral tak tentu berikut
1.       Integral 2x-5 dx
2.       integral 3(x-2 + 2)2 dx

10 komentar:

  1. A. S 2x-5 dx = 2/(-5)+1 x-5+1 + c
    =2/-4 x-4 + c

    B. S 3(x-2+2)2 dx = S3dx. S(x-2+2)2

    (X-2+2)2 =(x-2+2)(x-2+2)

    =x4+2x-2+2x-2+4

    =Sx4dx+S2x-2 dx + S2x-2 dx + S4 dx
    =S3dx.Sx4dx + S2x-2 dx+S4dx

    =3x+c1. 1/4+1 + c2 + 2/(-2)+1x-2+1 + c3 + 2/(-2)+1 x -2+1 + c4 + c5
    =1/5 x5 + 4x.3x+c
    =1/5x5 + 8x.3x+c
    =1/5x5 + 24x2+c

    BalasHapus
  2. A. S 2x-5 dx = 2/(-5)+1 x-5+1 + c
    =2/-4 x-4 + c

    B. S 3(x-2+2)2 dx = S3dx. S(x-2+2)2

    (X-2+2)2 =(x-2+2)(x-2+2)

    =x4+2x-2+2x-2+4

    =Sx4dx+S2x-2 dx + S2x-2 dx + S4 dx
    =S3dx.Sx4dx + S2x-2 dx+S4dx

    =3x+c1. 1/4+1 + c2 + 2/(-2)+1x-2+1 + c3 + 2/(-2)+1 x -2+1 + c4 + c5
    =1/5 x5 + 4x.3x+c
    =1/5x5 + 8x.3x+c
    =1/5x5 + 24x2+c

    BalasHapus
  3. A. S 2x-5 dx = 2/(-5)+1 x-5+1 + c
    =2/-4 x-4 + c

    B. S 3(x-2+2)2 dx = S3dx. S(x-2+2)2

    (X-2+2)2 =(x-2+2)(x-2+2)

    =x4+2x-2+2x-2+4

    =Sx4dx+S2x-2 dx + S2x-2 dx + S4 dx
    =S3dx.Sx4dx + S2x-2 dx+S4dx

    =3x+c1. 1/4+1 + c2 + 2/(-2)+1x-2+1 + c3 + 2/(-2)+1 x -2+1 + c4 + c5
    =1/5 x5 + 4x.3x+c
    =1/5x5 + 8x.3x+c
    =1/5x5 + 24x2+c

    BalasHapus
  4. A. S 2x-5 dx = 2/(-5)+1 x-5+1 + c
    =2/-4 x-4 + c

    B. S 3(x-2+2)2 dx = S3dx. S(x-2+2)2

    (X-2+2)2 =(x-2+2)(x-2+2)

    =x4+2x-2+2x-2+4

    =Sx4dx+S2x-2 dx + S2x-2 dx + S4 dx
    =S3dx.Sx4dx + S2x-2 dx+S4dx

    =3x+c1. 1/4+1 + c2 + 2/(-2)+1x-2+1 + c3 + 2/(-2)+1 x -2+1 + c4 + c5
    =1/5 x5 + 4x.3x+c
    =1/5x5 + 8x.3x+c
    =1/5x5 + 24x2+c

    BalasHapus
  5. A. S 2x-5 dx = 2/(-5)+1 x-5+1 + c
    =2/-4 x-4 + c

    B. S 3(x-2+2)2 dx = S3dx. S(x-2+2)2

    (X-2+2)2 =(x-2+2)(x-2+2)

    =x4+2x-2+2x-2+4

    =Sx4dx+S2x-2 dx + S2x-2 dx + S4 dx
    =S3dx.Sx4dx + S2x-2 dx+S4dx

    =3x+c1. 1/4+1 + c2 + 2/(-2)+1x-2+1 + c3 + 2/(-2)+1 x -2+1 + c4 + c5
    =1/5 x5 + 4x.3x+c
    =1/5x5 + 8x.3x+c
    =1/5x5 + 24x2+c

    BalasHapus
  6. A. S 2x-5 dx = 2/(-5)+1 x-5+1 + c
    =2/-4 x-4 + c

    B. S 3(x-2+2)2 dx = S3dx. S(x-2+2)2

    (X-2+2)2 =(x-2+2)(x-2+2)

    =x4+2x-2+2x-2+4

    =Sx4dx+S2x-2 dx + S2x-2 dx + S4 dx
    =S3dx.Sx4dx + S2x-2 dx+S4dx

    =3x+c1. 1/4+1 + c2 + 2/(-2)+1x-2+1 + c3 + 2/(-2)+1 x -2+1 + c4 + c5
    =1/5 x5 + 4x.3x+c
    =1/5x5 + 8x.3x+c
    =1/5x5 + 24x2+c

    BalasHapus
  7. A. S 2x-5 dx = 2/(-5)+1 x-5+1 + c
    =2/-4 x-4 + c

    B. S 3(x-2+2)2 dx = S3dx. S(x-2+2)2

    (X-2+2)2 =(x-2+2)(x-2+2)

    =x4+2x-2+2x-2+4

    =Sx4dx+S2x-2 dx + S2x-2 dx + S4 dx
    =S3dx.Sx4dx + S2x-2 dx+S4dx

    =3x+c1. 1/4+1 + c2 + 2/(-2)+1x-2+1 + c3 + 2/(-2)+1 x -2+1 + c4 + c5
    =1/5 x5 + 4x.3x+c
    =1/5x5 + 8x.3x+c
    =1/5x5 + 24x2+c

    BalasHapus
  8. A. S 2x-5 dx = 2/(-5)+1 x-5+1 + c
    =2/-4 x-4 + c

    B. S 3(x-2+2)2 dx = S3dx. S(x-2+2)2

    (X-2+2)2 =(x-2+2)(x-2+2)

    =x4+2x-2+2x-2+4

    =Sx4dx+S2x-2 dx + S2x-2 dx + S4 dx
    =S3dx.Sx4dx + S2x-2 dx+S4dx

    =3x+c1. 1/4+1 + c2 + 2/(-2)+1x-2+1 + c3 + 2/(-2)+1 x -2+1 + c4 + c5
    =1/5 x5 + 4x.3x+c
    =1/5x5 + 8x.3x+c
    =1/5x5 + 24x2+c

    BalasHapus
  9. A. S 2x-5 dx = 2/(-5)+1 x-5+1 + c
    =2/-4 x-4 + c

    B. S 3(x-2+2)2 dx = S3dx. S(x-2+2)2

    (X-2+2)2 =(x-2+2)(x-2+2)

    =x4+2x-2+2x-2+4

    =Sx4dx+S2x-2 dx + S2x-2 dx + S4 dx
    =S3dx.Sx4dx + S2x-2 dx+S4dx

    =3x+c1. 1/4+1 + c2 + 2/(-2)+1x-2+1 + c3 + 2/(-2)+1 x -2+1 + c4 + c5
    =1/5 x5 + 4x.3x+c
    =1/5x5 + 8x.3x+c
    =1/5x5 + 24x2+c

    BalasHapus
  10. A. S 2x-5 dx = 2/(-5)+1 x-5+1 + c
    =2/-4 x-4 + c

    B. S 3(x-2+2)2 dx = S3dx. S(x-2+2)2

    (X-2+2)2 =(x-2+2)(x-2+2)

    =x4+2x-2+2x-2+4

    =Sx4dx+S2x-2 dx + S2x-2 dx + S4 dx
    =S3dx.Sx4dx + S2x-2 dx+S4dx

    =3x+c1. 1/4+1 + c2 + 2/(-2)+1x-2+1 + c3 + 2/(-2)+1 x -2+1 + c4 + c5
    =1/5 x5 + 4x.3x+c
    =1/5x5 + 8x.3x+c
    =1/5x5 + 24x2+c

    BalasHapus