data:image/jpeg;base64,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
Wilayah formal merupakan wilayah yang ditandai dengan asosiasi areal yang ditandai pula dengan alam fisik, biotik, dan sosial. Wilayah fungsional, yaitu wilayah penting yang sangat erat, kaitannya dengan objek kejadian di permukaan bumi. Pentingnya wilayah, yaitu untuk mengetahui lokasi, ciri khas, batas, luas, bentuk dan untuk membandingkan antara wilayah seragam. Pusat pertumbuhan bagian bumi yang tumbuh sebagai tempat pemukiman yang dihuni manusia akibat tersedianya sarana dan prasarana yang menunjang kehidupan manusia di tempat tersebut. Secara geografis, maksud peluang menjadi pusat pertumbuhan adalah pengaruh faktor-faktor fisis bumi, berupa keadaan tanah, keadaan mata air, iklim, morfologi, serta sumber daya alam, dan biotis di tempat tersebut.  Faktor-faktor sosial yang berpengaruh menjadi pusat pertumbuhan adalah data keadaan penduduk: jumlah, pertumbuhan struktur umur, dan persebaran, struktur budaya yang memberikan peluang menjadi pusat pertumbuhan adalah tradisi setempat, daya seni, dan kemampuan teknologi penduduk dalam pemanfaatan sumber daya yang ada di tempat tersebut. Faktor-faktor sarana dan prasarana penunjang penduduk, misalnya  transportasi dan komunikasi: kesempatan kerja, lembaga pendidikan, dan pemanfaatan sumber daya alam, pertambangan, pertanian, pabrik, perkebunan, kerajinan, objek wisata, dan sebagainya. Secara administratif, status administratif suatu daerah juga dapat membuka peluang menjadi pusat pertumbuhan. Misalnya, ditetapkan suatu wilayah sebagai ibu kota kecamatan, ibu kota kabupaten, atau kotakota administratif yang lain. Pembangunan berwawasan lingkungan juga dikenal dengan pembangunan berkelanjutan, yaitu pembanguan yang berorientasi pada pemenuhan kebutuhan manusia melalui pemanfaatan sumber daya alam secara bijaksana dan efisien. Pembangunan ini juga memperhatikan pemanfaatan baik untuk generasi sekarang maupun yang akan datang. AMDAL harus dilakukan agar kualitas tidak rusak karena adanya proyek-proyek pembangunan.