Answer:
option C
Explanation:
the correct answer is option C
.
expectancy theory of motivation best explains Jill's behavior.
Expectancy theory deals with the mental process of the person.
the mental process which leads a person to choose from the choice present.
In the question, the mental process of Jill is mentioned that he has the choice to travel by airplane but to avoid the high fare he chooses the option which will take more time and less fare.
Question:
what is stereotyping?
Explanation:
In social psychology, a stereotype is an over-generalized belief about a particular category of people. It is an expectation that people might have about every person of a particular group. The type of expectation can vary; it can be, for example, an expectation about the group's personality, preferences, or ability.
Question:
how can you express it or use it in your everyday life?
Um, for me, i'm not that stereotypical, everyday, i would be the happy, angry sad or moody but mostly I have a mood swing, I don't know.
The correct answer is PROTECTION. Unlike other animals represented in the carvings, such as sharks or lizards, which are considered evil beings, birds are considered benign ancestral ghosts, and by placing or showing them with humans they protect and guard them.
Answer:
<em>Since there are no options, I'll answer the question according to my understanding.</em>
The concept of triadic closure suggests that if a strong tie would exist between Michelle and Brenda, as well as Michelle and J.ulie, then a strong tie would also exist between Brenda and J.ulie.
Explanation:
The "triadic closure" is a theory that was proposed by <em>Georg Simmel </em>regarding <em>"social networking.</em>" This shows the relationships among people and how their relationships evolve over time.
In the situation above, Michelle brings Brenda and J.ulie together which means Michelle is acting as the local bridge. So, this is the reason why Brenda and J.ulie stay friends. This concept is true, provided that both Brenda and J.ulie desire to be friends with each other. If not, then they are not satisfying the triadic closure property.
