Answer:
Specialized tourism is an umbrella term for the kinds of tourism that are geared to special interests and that specialize in a certain topic or theme.
Explanation:
“Specialized tourism” refers to a kind of tourism that is carefully curated to the interests of an individual or small groups who want to coordinate their visits carefully and to see attractions or attend events that have a connection with their specific interests. It is an umbrella term for other kinds of tourism that are emerging that cater to more specific needs like special interest tourism, including gastro-tourism or even medical tourism. Volunteer tourism is another specialized tourism example where people go to participate in projects that help benefit the local people like irrigation projects or repairing a local school. This kind of tourism has emerged as more people are aiming to gain a rewarding experience from their travels and to do more and gain knowledge and worthwhile experiences while also in many cases giving back to the local communities.
My friend it is answer C you are looking for world war 2
Answer:
Foreign invaders brought them there as captives.
Explanation:
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<span>the answer to this question is: rational actors; emotional motivations
Economist tend to focus their work on how human logically use the resources that available to them to fulfill all the demand within a social group.
Meanwhile, sociologists focus their work on how human emotionally form an interaction with other humans within a social group</span>
Answer:
A population-D
Explanation:
A population is referred to a large collection of individuals or objects that is the main focus of an experiment or scientific research query. It is also called A research population because it considers a defined collection of individuals or objects who have similar binding characteristics.
Professor DeVries randomly selected and interviewed 50 of the school's students of Oakbridge School. He is using a well defined collection of student with same characteristic ie same school . His study is using a Population. Note that "random" here implies a subset of a population.
