Answer:
avoid the routes that include a McDonald's and instead drive by Wendy's
Explanation:
Based on the information provided within the question it can be said that one way of doing this would be to avoid the routes that include a McDonald's. Instead drive by an alternative SD such as Wendy's and when passing near the Wendy's ask the student if they would like to eat at Wendy's. This would recondition the child's inappropriate chain of behaviors and substitute a new one with Wendy's.
Deductive reasoning is the obstacle that Jay experienced while making decision.
Explanation:
Deductive reasoning is defined as that reasoning where it is assumed that whatever answered is true but at the next time we need to take a particular conclusion based on the logic.
While making a decision we need to apply deductive reasoning . A deductive reasoning is that reasoning that provides us with lots of information and we need to conclude from that information.The conclusion either will be true or false but rules must be used to get the proper answer.
Answer:
Jeremy is an early adopter in the diffusion of the innovation curve.
Explanation:
Everett Rogers was the american sociologist who developed the innovation curve. According to him, early adopters of new technology represent about 13% of the total population, they are a minority of people.
Early adopters tend to be highly educated people, frequently in technological fields such as computer science. They are also opinionated and tech-savy. Other two qualities that early adopters display frequently is high status and high income. High status because a higher income tends to be correlated with status, and high income because otherwise they would not be able to finance the adoption of new innovations. (New technological devices such as the latest Iphone or a McBook Air tend to be expenseive).
I believe the correct answer is false. <span>To come up with a logical alternative for an unresolved problem, scientific data and research should be considered relevant. In this way, you can have a more credible proof. Hope this answers the question. Have a nice day.</span>
