Answer:
rationalization: (1) the action of attempting to explain or justify behaviour or an attitude with logical reasons, even if these are not appropriate.
(2)the action of making a company, process, or industry more efficient, especially by dispensing with superfluous personnel or equipment.
prototyping : (1)an experimental process where design teams implement ideas into tangible forms from paper to digital.
design determination : (1) Design and determination are semantically related in aim topic. Sometimes you can use "Design" instead a noun "Determination".
Explanation:
examples:-
(1) rationalization : a person who is turned down for a date might rationalize the situation by saying they were not attracted to the other person anyway. A student might blame a poor exam score on the instructor rather than their own lack of preparation.
(2) prototyping : cognitive representation of something within a certain category. ... So if you see another dog, you could say that other dog is small (compared to your prototype), heavy, ugly, beautiful, etc.
(3) design determination : testing a new depression medication
A.) personal income
with you using your own money nothing deducts or raises money for rent or wage.
Answer:
10.38%
Explanation:
From the question above a bank offers to lend an amount of $10,000 for a period of 1 year
The bank expects an interest of $250 to be paid every 4 months
= $250×4
= $1,000
Total amount of interest= $1,000
The first step is to calculate the nominal interest
= (1000/10,000)×100
= 0.1×100
= 10%
Therefore, the effective annual rate on the loan can be calculated as follows
= (1+r/m)^m-1
r = 10% , m = 4
= [1+(10/100)/4]^-1
=[ (1+0.1/4)^4]-1
= (1+0.025^4)-1
= (1.025^4)-1
= 1.1038-1
= 0.1038×100
= 10.38%
Hence the effective annual rate in the loan is 10.38%
Answer:
B) sample averages
Explanation:
The sampling distribution of the mean is the average of the population obtained from the sample. It shows the patterns that the sample mean (or average) tends to follow. If the population distribution is normal, then the sampling distribution of the mean should follow the same pattern for all the samples obtained from the population. The mean or average of the sampling distribution should equal the population mean.
Risk Management is<span> the process of identifying, analyzing and responding </span>to risk <span>factors throughout the life of a project and in the best interests of its objectives. Proper </span>risk management<span> will reduce not only the likelihood of an event occurring, but also the magnitude of its impact.</span>
