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Diferensial Lebih Dari Satu Variabel Orde Lebih Tinggi

Diferensial Lebih Dari Satu Variabel Orde Lebih Tinggi. Turunan Parsial. Z = f(x,y). Diferensial Total Suatu Fungsi. w = f(x,y,z) Turunan Total. Diferensiasi Fungsi Implisit. u = f(x,y) Biaya Marginal Fungsi biaya c = Q(x,y) x,y dua komoditi. Fungsi Biaya Marginal. Biaya Marginal

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Diferensial Lebih Dari Satu Variabel Orde Lebih Tinggi

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  1. Diferensial Lebih Dari Satu Variabel Orde Lebih Tinggi

  2. Turunan Parsial Z = f(x,y)

  3. Diferensial Total Suatu Fungsi w = f(x,y,z) Turunan Total

  4. Diferensiasi Fungsi Implisit u = f(x,y) Biaya Marginal Fungsi biaya c = Q(x,y) x,y dua komoditi

  5. Fungsi Biaya Marginal Biaya Marginal Fungsi biaya c = Q(x,y) x,y dua komoditi = biaya marginal terhadap x = biaya marginal terhadap y

  6. Permintaan Marginal Fungsi Permintaan = permintaan marginal x terhadap p = permintaan marginal x terhadap q = permintaan marginal y terhadap p = permintaan marginal y terhadap q

  7. Permukaan Permintaan Jumlah komoditi yang dimintai X dan y unit Harga masing-masing p dan q smu Fungsi permintaan X = f(p,q) y = g(p,q)

  8. Produktivitas Marginal Dalil Euler z = f(x,y) f( x, y) = f(x,y) z homogen berderajat n n>0 homogen positif n=1 homogen linear

  9. z=f(x,y) homogen positif berderajat n dan punya turunan parsial orde pertama, dan

  10. Maksimum dan minimum fungsi Maksimum kalau Minimum kalau <0 bukan maks,min dan =0 gagal

  11. Maksimum dan Minimum fungsi dengan kendala Pengali Lagrange f(x,y) dengan pembatasan g(x,y)=0 F(x,y, )=f(x,y)- g(x,y)

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