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MPS = 0.3 MPC = 1-MPS = b jadi  b = 1-0.3 = 0.7 b. Fungsi Konsumsi = a + bYd  5,500 + 0.7 Yd

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MPS = 0.3 MPC = 1-MPS = b jadi  b = 1-0.3 = 0.7 b. Fungsi Konsumsi = a + bYd  5,500 + 0.7 Yd

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  1. PerekonomiansuatunegaramemilikifungsiSaving = -5,500 + 0.3 Y, Invetasiotonomsebesar 500, pajaklangsungsebesar 10% dari total pendapatan, kemudianPajakTidaklangsung yang ditetapkanolehpemerintahsebesear 700, sedangkanpengeluaranpemerintah yang ditetapkandalamRencanaAnggaranPenerimaandanBelanja Negara (APBN) sebesar 800, dimana C konsumsi, Y Pendapatannasional, tyPajaklangsung, To PajakTidakLangsung, Io Invetasidan Go PengeluaranPemerintahdalamjutadolar, berdasarkanhaltersebuttentukanlah ? • NilaiMarginal Propensity to Consume (MPC) danMarginal Propensity to Saving (MPS)? • FungsiTabung yang terbentukdalamperkonomiannegaratersebut? • Hitungberapabesarpendapatannasionalkeseimbanganuntuk model 3 sektortersebut? • Hitungkoefosienmultipliernyauntuk I, T dan G? • Hitungpendapatannasional yang terbaru, jikaterjadiperubahanpada : • I sebesar 400 • T sebesar 350 • G sebesar 500 • Gambarkankondisi c dan e sertajelaskansecukupnya?

  2. MPS = 0.3 MPC = 1-MPS = b jadi b = 1-0.3 = 0.7 b. FungsiKonsumsi = a + bYd  5,500 + 0.7 Yd

  3. Keseimbangan 3 Sektor = (a – bT0 + I + G) 1 – b + bt = 5,500 – (0.7)(700) + 500 + 800 1- 0.7 + (0.7)(0.10) Yeq = 17054.05 • Koefisien Multiplier I  1 . X ⌂ I 1- 0.7 + (0.7)(0.10) T0 - b . X ⌂ T0 1- 0.7 + (0.7)(0.10) G  1 . X ⌂ G 1- 0.7 + (0.7)(0.10)

  4. Yeq = 17054.05 e. Koefisien Multiplier I = 400 I  1 . X ⌂ I 1- 0.7 + (0.7)(0.10) ⌂ Y  1 . X ⌂ 400 1- 0.7 + (0.7)(0.10) ⌂ Y  1081.081 Y’  Yeq + ⌂ Y  17054.05 + 1081.081  18135.14

  5. Yeq = 17054.05 e. Koefisien Multiplier G = 500 I  1 . X ⌂ G 1- 0.7 + (0.7)(0.10) ⌂ Y  1 . X ⌂ 500 1- 0.7 + (0.7)(0.10) ⌂ Y  ………………. Y’  Yeq + ⌂ Y  17054.05 + ……………..  …………….

  6. Yeq = 17054.05 e. Koefisien Multiplier T = 350 I  - b . X ⌂ T 1- 0.7 + (0.7)(0.10) ⌂ Y  - (0.7) . X ⌂ 350 1- 0.7 + (0.7)(0.10) ⌂ Y  ………………. Y’  Yeq + ⌂ Y  17054.05 + ……………..  …………….

  7. a, I, G, T0 Yeq = C + I + G Y

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