Apa Itu Indeks Pembangunan Manusia?
- IPM menjelaskan bagaimana penduduk dapat mengakses hasil pembangunan dalam memperoleh pendapatan, kesehatan, pendidikan, dan sebagainya.
- IPM diperkenalkan oleh United Nations Development Programme (UNDP) pada tahun 1990 dan dipublikasikan secara berkala dalam laporan tahunan Human Development Report (HDR).
IPM dibentuk oleh 3 (tiga) dimensi dasar:
- Umur panjang dan hidup sehat
- Pengetahuan
- Standar hidup layak
Apa Saja Manfaat IPM?
- IPM merupakan indikator penting untuk mengukur keberhasilan dalam upaya membangun kualitas hidup manusia (masyarakat/penduduk).
- IPM dapat menentukan peringkat atau level pembangunan suatu wilayah/negara.
- Bagi Indonesia, IPM merupakan data strategis karena selain sebagai ukuran kinerja Pemerintah, IPM juga digunakan sebagai salah satu alokator penentuan Dana Alokasi Umum (DAU).
Mengapa Metodologi IPM Diubah?
Alasan yang dijadikan dasar perubahan metodologi penghitungan IPM.
PERTAMA
- Beberapa indikator sudah tidak tepat untuk digunakan dalam penghitungan IPM. Angka melek huruf sudah tidak relevan dalam mengukur pendidikan secara utuh karena tidak dapat menggambarkan kualitas pendidikan. Selain itu, karena angka melek huruf di sebagian besar daerah sudah tinggi, sehingga tidak dapat membedakan tingkat pendidikan antardaerah dengan baik.
- PDB per kapita tidak dapat menggambarkan pendapatan masyarakat pada suatu wilayah.
KEDUA, penggunaan rumus rata-rata aritmatik dalam penghitungan IPM menggambarkan bahwa capaian yang rendah di suatu dimensi dapat ditutupi oleh capaian tinggi dari dimensi lain.
Apa Saja yang Berubah?
Indikator
- Angka Melek Huruf pada metode lama diganti dengan Angka Harapan Lama Sekolah .
- Produk Domestik Bruto (PDB) per kapita diganti dengan Produk Nasional Bruto (PNB) per kapita.
Metode Penghitungan
Metode agregasi diubah dari rata-rata aritmatik menjadi rata-rata geometrik.
Apa Keunggulan IPM Metode Baru?
Menggunakan indikator yang lebih tepat dan dapat membedakan dengan baik (diskriminatif).
- Dengan memasukkan rata-rata lama sekolah dan angka harapan lama sekolah, dapat diperoleh gambaran yang lebih relevan dalam pendidikan dan perubahan yang terjadi.
- PNB menggantikan PDB karena lebih menggambarkan pendapatan masyarakat pada suatu wilayah.
Dengan menggunakan rata-rata geometrik dalam menyusun IPM dapat diartikan bahwa capaian satu dimensi tidak dapat ditutupi oleh capaian di dimensi lain. Artinya, untuk mewujudkan pembangunan manusia yang baik, ketiga dimensi harus memperoleh perhatian yang sama besar karena sama pentingnya.
III. Komponen Indeks Pembangunan Manusia
a. Angka Harapan Hidup
Angka Harapan Hidup (AHH) pada waktu lahir merupakan rata-rata perkiraan banyak tahun yang dapat ditempuh oleh
seseorang selama hidup.
b. Angka Melek Huruf
Angka melek huruf adalah persentase penduduk usia 15 tahun keatas yang dapat membaca dan menulis huruf latin dan
atau huruf lainnya.
c. Rata-Rata Lama Sekolah
Rata-rata lama sekolah menggambarkan jumlah tahun yang digunakan oleh penduduk usia 15 tahun keatas dalam menjalani
pendidikan formal.
d. Pengeluaran Riil per Kapita yang disesuaikan
UNDP mengukur standar hidup layak menggunakan Produk Domestik Bruto (PDB) riil yang disesuaikan, sedangkan BPS dalam
menghitung standar hidup layak menggunakan rata-rata pengeluaran per kapita riil yang disesuaikan dengan formula
Atkinson.
Keterangan :
C(i) = PPP dari nilai riil pengeluaran per kapita
Z = Batas tingkat pengeluaran yang ditetapkan secara arbiter sebesar Rp549.500 per kapita per tahun atau Rp 1.500 per kapita per hari
Tabel 1. Komoditi Kebutuhan Pokok sebagai Dasar Penghitungan Daya Beli (PPP)
Komoditi | Unit | Komoditi | Unit |
1. Beras Lokal | Kg | 15. Pepaya | Kg |
2. Tepung terigu | Kg | 16. Kelapa | Butir |
3. Singkong | Kg | 17. Gula | Ons |
4. Tuna/Cakalang | Kg | 18. Kopi | Ons |
5. Teri | Ons | 19. Garam | Ons |
6. Daging sapi | Kg | 20. Merica | Ons |
7. Ayam | Kg | 21. Mie instan | 80 Gram |
8. Telur | Butir | 22. Rokok Kretek | 10 batang |
9. Susu kental manis | 397 Gram | 23. Listrik | Kwh |
10. Bayam | Kg | 24. Air minum | M3 |
11. Kacang panjang | Kg | 25. Bensin | Liter |
12. Kacang tanah | Kg | 26. Minyak tanah | Liter |
13. Tempe | Kg | 27. Sewa rumah | Unit |
14. Jeruk | Kg | | |
Penghitungan indeks daya beli dilakukan berdasarkan 27 komoditas kebutuhan pokok seperti terlihat dalam Tabel 1. Batas maksimum daya beli adalah sebesar Rp 732.720,- . Sementara itu sampat tahun 1996 batas minimumnya adalah Rp 300.000,- , sedangkan sejak tahun 1999, batas minimum penghitungan PPP diubah dan disepakati menjadi Rp 360.000 sebagai penyesuaian adanya krisis ekonomi di Indonesia
Menghitung Indeks Komponen
Setiap komponen IPM distandardisasi dengan nilai minimum dan maksimum sebelum digunakan untuk menghitung IPM. Rumus yang digunakan sebagai berikut.
Dimensi Kesehatan
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)
Dimensi Pendidikan
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)
Dimensi Pengeluaran
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)
Menghitung IPM
IPM dihitung sebagai rata-rata geometrik dari indeks kesehatan, pendidikan, dan pengeluaran.