印尼巴厘岛佩拉加缆车旅游景点开发的市场潜力和财务可行性

IF 1.2 Q3 ENGINEERING, MULTIDISCIPLINARY
I Gusti Bagus Rai Utama, Putu Chris Susanto, C. Trimurti, Ni Putu Dyah Krismawintari
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引用次数: 0

摘要

本工作的目的是通过对佩塘区佩拉加村农业旅游中缆车旅游景点的可行性研究,研究消费者和投资者的行为,重点研究营销和财务角度。本研究以市场营销理论、投资财务管理理论为基础,采用观察法和可行性研究方法。作为一个可以公开展示自然美景的景点,作为一个环境友好的旅游景点,一个巴厘岛独特的旅游景点,它将提供公共设施,电信,餐馆和农产品市场中心,靠近市中心,可获得的交通工具,方便的到达地点,以及对游客的社区友好。经济方面的市场机会分析是基于四种类型服务的估计销售数据:缆车,餐馆,飞碟玻璃平台景点,公园和农业旅游。本研究的发现强化了以商业为导向的发展规划必须经过至少两个重要方面的可行性研究的方法和理论,即市场潜力方面和投资管理方面,预计将为投资者带来利润。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
The market potential and financial feasibility of cable car tourist attraction development in Pelaga, Bali, Indonesia
The purpose of this work is to carry out consumer and investor behavior through a feasibility study of cable car tourist attractions in agritourism in Pelaga Village, Petang district, which focuses on studying marketing and financial perspective. This research uses observation and feasible study methods based on marketing theory, and investment financial management theory. It is highly likely by potential tourists as an attraction that can openly present natural beauty, as an environmentally-friendly tourist attraction, a unique tourist attraction in Bali, will provide public facilities, telecommunications, restaurants, and agro product market centers, proximity to the city center, availability of transportation to the location, easy access to locations, and community friendliness towards tourist arrivals. The economic aspect where analysis of market opportunities is based on estimated sales data for four types of services: cable cars, restaurants, UFO glass platform attraction, and under the park and agritourist. The findings of this study reinforce the method and theory that business-oriented development planning must go through a feasible study of at least two important aspects, namely aspects of market potential, and aspects of investment management which are expected to be profitable for investors.
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来源期刊
自引率
0.00%
发文量
6
期刊介绍: International Journal of Advances in Engineering Sciences and Applied Mathematics will be a thematic journal, where each issue will be dedicated to a specific area of engineering and applied mathematics. The journal will accept original articles and will also publish review article that summarize the state of the art and provide a perspective on areas of current research interest.Articles that contain purely theoretical results are discouraged.
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