<span>Jerome's failure to retrieve his paper is analogous to the decay theory of forgetting, whereas Kaci's failure better resembles the interference theory. It is a decay theory because Jerome's term paper file in the computer was corrupted resulting in the loss of all his files including his paper whereas for Kaci, it is interference because her term paper was mixed with all the other documents in her hard drive.</span>
        
             
        
        
        
Answer:
Type 1 incident
Explanation:
An incident usually considered as a 'type 1' if it possess huge threats for the lives of many people and could create a huge cost for the government in terms of property damage (Example of this would be huge wild fire, hurricane , massive flood, etc)
To handle type 1 incident, Government tend to utilize a groups of federally certified teams to handle the operation.  (with much more training experience compared to local team). These federally certified teams will have access to large number of national resources with  all Command and General Staff positions are activated, 
 
        
             
        
        
        
Answer: Persistence of vision.
Explanation:
Persistence of vision is a form of sight-related illusion that is created in mind due to uniting of various separated images into one.It gives the illusion of movement to the vision.This phenomena occurs for short duration of time .
This concept is used in multimedia ,animation movies and other motion visual fields for providing perception of motion through visuals images.
 
        
             
        
        
        
Answer:
Collaborative, supportive
Explanation:
Corroborating the president's decision you express your full support through nonverbal communication
 
        
             
        
        
        
Answer:  t=-5.651
Explanation:
Let 
 be the population mean number of hours a week answering their email.
As per given  we have

Sample size : n= 783
Sample mean : 
Sample standard deviation: s=7.23
Since population standard deviation is unknown, so our test -statistic has a t-distribution.
Test statistic : 
 
∴ The test statistic : t=-5.651