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Journal : Mathvision : Jurnal Matematika

PROYEKSI RATA-RATA PENDAPATAN NELAYAN TRADISIONAL DESA BUNGABALI KECAMATAN PANTAR TIMUR BULAN MARET 2023 DENGAN MENGGUNAKAN MODEL EKSPONENSIAL Melki Imamastri Puling Tang
MathVisioN Vol 4 No 2 (2022): September 2022
Publisher : Prodi Matematika FMIPA Unirow Tuban

Show Abstract | Download Original | Original Source | Check in Google Scholar | DOI: 10.55719/mv.v4i2.413

Abstract

The income of traditional fishermen in Bungabali village, Pantar Timur sub-district, based on research data, will be used to project the income of traditional fishermen using the exponential model. When the researcher analyzes the data, the researcher will compare the data of several years that already exist with the projected data. From the comparison results, it turns out that the projected data is close to the actual data. Therefore, the projection is close to the actual data, so the exponential model can be used to project the income of traditional fishermen in 2022 to March 2023. Researchers project the income of traditional fishermen in Bungabali village, Pantar Timur sub-district every month, starting from January 2022 until the month of January 2022. March 2023. After that, researchers will clearly get the results of the projected income of fishermen in Bungabali village, Pantar Timur sub-district, precisely in March 2023. Projected average amount of income (not deducted by operating costs) or gross income for traditional fishermen in Bungabalik village, Pantar district East Alor district in March 2023 as much as 1473,302 thousand rupiah or Rp. 1,473,302 or approximately Rp. 1,473,000. This income analysis has not yet calculated expenses or operational costs. The fishermen are very dependent on the results of fishing. The economic condition of the household is still concerning, which will have an impact on many conditions, including the level of education of the fishermen's children. The results of interviews by researchers with fishermen stated that on average it was difficult for fishermen to take care of their children to the level of education due to unstable income. Keywords: average income, exponential model.
Co-Authors Abraham Boling Wabang Abraham Boling Wabang atakari, imelda bani, kezia Boy Adrian Gerimu Desi Natalia Auw Frits Donasius Kamengmau Hedrawati Mauring Imanuel P. Lutang Imanuel Yosafat Hadi Manapa Imanuel Yosafat Hadi Manapa Ita Trisnawati Malaipada Jefri Suro Pati Jeni Marianti Loban Jeni Soekarni Haan Jeni Theresia Dallo Jon A. Lalang Yame Jon Aba Lalang Yame Julminggu J. Selly Junus iLL Karolina Milenia Parera Kasianus Malaikalong Katerina Lapekoli Kessi Unab Lois Letidena Lori F Ur Dollu Magdalena Banakari Maharani Tersia Bely Mani imelda blegur Mariana Mungkabel Markus Guntur Ridho Famai Mathias Bekalani Melianus Maniata Meri Sarah Padamani Merlinda Thabita Mapada Miranda Tonu Nehemia Fanpada Nelson Masy Oktofina Meriance Lonawata Oktovian Meriance Lonawata Orpa Etidena padamani, mathias Paulina Da Silva Paulina S. Padafing Paulina S. Padafing Peterson Kamengfani Petrus Mau Tellu Dony Reny Tiansi Buling Reny Tiansi Buling Ribka Labar Ronapli Blegur Wabang Santorius B.Ilu Selfince Atamau Sitriana Awola Stevany Belplay Steven Weni Tofilus Ataruli Trijeli H. Hinaoli Trijeli H. Hinaoli Triloisza Mau Trisanti A, Lema Trisanti A, Lema Trisnawati Daik Trisnawati Daik Triznawati Triznawati Tuwentisri Maukay Vantica P. Ou’w Vantica P. Ou’w Walter J. Wetangamarang Walter J. Wetangamarang Wehelmina Mauleti Welhelmina R. Laumalay Welhelmina R. Laumalay Werner M. Adisaputra Werner M. Adisaputra Yahfet K. Hamap Yahfet K. Hamap Yanti Th. Tangbay Yanti Th. Tangbay Yason Jalapuas Yenny S. Telly Yenny S. Telly Yepsi Peringsi Yermia S. Wabang Yulia Jemau Yuliana Pelang Yusti D. Sailana Yusti D. Sailana