Answer:
umm..u can revert the 20 points since I've not answered the question yet. but pls send the excerpt and the chart indicated in the question
The answer to this question is endcoding.
In science of memory, encoding refers to the process of processing the data that we have to be an applied context that could help us in our daily life.
Other example of encoding would be using one's knowledge in chemistry to help that person develop a certain cooking technique.
Denial, she is looking for the best case scenario (she thinks she has exactly a year to live even if it might be less) and she is avoiding facing that she may not be able to do this in a few months, she could be too ill, etc.
Because the number of frogs is increasing by the same ratio each year, this problem can be solved by the equation for a geometric progression. That equation is shown below:
xn = arn-1
where xn = the value of x after n terms
a = the initial value
r = the ratio of each term to the one before it (e.g. x2/x1)
For this case, we are starting with an initial value (a) of 100. After that there will be 5 more terms in the progression representing the value after each of the 5 years. So there are a total of 6 terms in the progression meaning that n= 6.
The ratio (r) which is the amount being multiplied each year is 1.22 because the rate is increasing by 22% each year.
Plugging these values for a, n, and r into the equation above gives:
xn = (100)(1.22)5
xn = (100)(2.7027)
xn = 270.3
Therefore, the value after 5 years is $270.27
NONE OF THESE
severity of punishment
length of punishment
certainty of punishment
<h3>
What theory best explains delinquency?</h3>
- Social control theory is ideal for understanding delinquency because it has become one of the major theories in understanding delinquent and youth antisocial behaviors, in general (Eith, 2005).
To learn more about delinquency, refer
to brainly.com/question/1870140
#SPJ4
