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Integral Parsial

Home/ 2.3 Teknik Mengerjakan Integral / Integral Parsial

Integral Parsial

clever March 25, 2019 2.3 Teknik Mengerjakan Integral , Pendahuluan Integral 0 Comments 88 views

Ide rumus di atas berasal dari aturan turuan : (uv)'=uv'+u'v

TIPS DAN TRIK

Pilih fungsi u dengan urutan LIPET, yaitu :

  1. Logaritma
  2. Inverse function
  3. Polynomial
  4. Eksponensial
  5. Trigonometri

Contoh

\int x . cos x dx

Pilih :

  1. u = x
  2. dv = cos x
  3. Turunkan u terhadap x, didapat \frac{du}{dx}=1
  4. Integralkan cos x, didapat v=sin x.
  5. Substitusikan ke dalam bentuk

\int u dv = u v- \int v du

\int x. cos x dx= x.sin x - \int sin x dx

= x.sin x - (- cos x) + C

= x. sin x + cos x + C

 

Sumber : learnloft.com

 

Jika ingin terbiasa maka ada dua cara, dipaksa atau masuk lingkungan yang sudah terbiasa

 

Riad Taufik Lazwardi

About Riad Taufik Lazwardiclever

Lecturer of Mathematics at Kalbis Institute | Managed by Binus

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