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	<title>ANALISIS KELAYAKAN FINANSIAL USAHA PEMBIBITAN LADA DI DESA SUKADANA BARU KECAMATAN MARGA TIGA KABUPATEN LAMPUNG TIMUR | Anwar | Jurnal Ilmu-Ilmu Agribisnis</title>
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	<meta name="DC.Contributor.Sponsor" xml:lang="en" content="Tim Pengelola JIIA"/>
	<meta name="DC.Creator.PersonalName" content="M Safrizal Anwar"/>
	<meta name="DC.Creator.PersonalName" content="Ali Ibrahim Hasyim"/>
	<meta name="DC.Creator.PersonalName" content="Muhammad Irfan Affandi"/>
	<meta name="DC.Date.created" scheme="ISO8601" content="2018-10-31"/>
	<meta name="DC.Date.dateSubmitted" scheme="ISO8601" content="2018-10-31"/>
	<meta name="DC.Date.issued" scheme="ISO8601" content="2018-10-31"/>
	<meta name="DC.Date.modified" scheme="ISO8601" content="2018-10-31"/>
	<meta name="DC.Description" xml:lang="en" content="  This research aims to analyze financial feasibility of pepper nursery business and feasibility sensitivity.  The research was conducted in Sukadana Baru Village, Marga Tiga District, Lampung   Timur   Regency in March to April 2017. Respondents are six pepper nursery farmers. Note that the used research method is the case study where the quantitative analyses are utilized as the data analysis using Internal Rate of Return (IRR), Net Present Value (NPV), Payback Periode (PP), Gross Benefit Cost Ratio (Gross B/C), and Net Benefit Cost Ratio (Net B/C). The results showed that (1) the pepper nursery business in Sukadana Baru Village, Marga Tiga District, Lampung   Timur   Regency is financially feasible to be expanded, (2) the sensitivity analysis shows that this business is still feasible and profitable toward the decreasing production and selling price of pepper nursery as well as the increasing costs of manure and NPK fertilizer.  .        Key words : financial, feasibility, pepper nursery, sensitivity "/>
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	<meta name="DC.Source.Volume" content="6"/>	<meta name="DC.Title" content="ANALISIS KELAYAKAN FINANSIAL USAHA PEMBIBITAN LADA DI DESA SUKADANA BARU KECAMATAN MARGA TIGA KABUPATEN LAMPUNG TIMUR"/>
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	<meta name="citation_journal_title" content="Jurnal Ilmu-Ilmu Agribisnis"/>
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        <meta name="citation_author" content="M Safrizal Anwar"/>
        <meta name="citation_author" content="Ali Ibrahim Hasyim"/>
        <meta name="citation_author" content="Muhammad Irfan Affandi"/>
<meta name="citation_title" content="ANALISIS KELAYAKAN FINANSIAL USAHA PEMBIBITAN LADA DI DESA SUKADANA BARU KECAMATAN MARGA TIGA KABUPATEN LAMPUNG TIMUR"/>

	<meta name="citation_date" content="2018/10/31"/>

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		<em>M Safrizal Anwar</em>
										<br />Indonesia	</p>

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		<em>Ali Ibrahim Hasyim</em>
										<br />Indonesia	</p>

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		<em>Muhammad Irfan Affandi</em>
										<br />Indonesia	</p>

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" 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" 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