The correct answer is what you had for dinner.
According to Craik and Lockhart's l<span>evels of processing model, we are more likely to remember information that is meaningful, and deeply or thoroughly processed and encoded. In this instance, the food you had with your parents is more likely to be remembered compared to whether you encountered a traffic light and stopped. This is because dinner with loved ones is more meaningful and engages more senses such as visual (how the food looked), olfactory (how it smelled), taste of the food, and touch (the texture of the food). On the other hand, being stopped at a traffic light is not as deeply processed or encoded since it is not very meaningful and does not engage as many senses.</span>
<u>Answer:
</u>
In this scenario, there is a high degree of social risk for Len.
<u>Explanation:
</u>
- The people who are in acquaintance with Len expect him to behave in a more dignified manner which would exhibit his social and economic status.
- The people that he works with believe that the social behavior that Len displays does not suit them because Len does not choose to behave like a dignified, rich individual despite being one.
Answer:
Cultures and environments influence one another.
Explanation:
It is important, to begin with, the definition of Culture. Culture can be defined as people's way of life. The environment has a huge influence on culture and this is because, without the environment, we cannot have diversity in cultures. The environment comprises of weather, natural resources, and topography. The existence of culture is dependent on the existence of the environment.
For instance, a particular geographical entity may enjoy playing cricket and this can be adopted by them as a tradition. The weather also influences culture when people residing in cold regions prefer to wear sweaters, hand gloves, thick caps, etc.
The correct answer for the question that is being presented above is this one: "TRUE." The probability that event A will occur is P<span>a = Number of successful outcomes / total number of all possible outcomes.</span><span> This is true to the probability formula.</span>