this is an example of semantic memory
<h3>What is
semantic memory?</h3>
Semantic memory refers to general world knowledge collected by humans over the course of their lifetimes. This general knowledge is influenced by experience and culture.
You are using semantic memory when you know what an object is, the name of a color, or the name of the president. Semantic memory is critical for children and students since it allows you to recall the facts that you are learning and being evaluated on.
Semantic memory is conscious long-term memory for the world's meaning, understanding, and conceptual facts. Semantic memory is one of two types of explicit, conscious, long-term memory, which is memory that may be recovered into conscious awareness after a considerable delay (from several seconds to several minutes).
To know more about semantic memory follow the link:
brainly.com/question/4167952
#SPJ4
Companies may try to lower their labor costs by laying off higher paid workers.
Typically the higher paid workers will be professionals who have worked their way up over time and tend to be older, while younger workers fresh out of school and looking for their first jobs will be more willing to take lower salaries.
Answer: banks statements and break down of property structures.
Answer: Organizational Development (HR)
Explanation: Sales force Training is a part of Organizational Development (HR), as there work isn't just to hire also it includes to train them and educate them so they can choose their path appropriately. Also it will help them upskilling which in long run will help to be the future leaders
Answer:

Explanation:
Given
Probability of a person to not enter into a bar or ducking is 
Probability of a person to enter into a bar
(Probability of a person to not enter into a bar or ducking)
Substituting the given value, we get
Probability of a person to enter into a bar

Total three men attempts to enter into the bar and their course of action is independent of each others
Thus, probability of observing the first two walking into the bar and the third ducking will be equal to the product of individual probabilities
