Answer:
 Self-Fulfilling Prophecy
Explanation:
According to the description of the situation in the question we can say that this is an example of a Self-Fulfilling Prophecy. This is because a Self-Fulfilling Prophecy is when a person believes something will happen and subconsciously changes their behavior and causes it to happen. Which is what Kellie has done.
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he exchange of money and the receipt of the item is mutual consideration for the transaction. In every single agreement, there must be consideration in order for the agreement to be legally binding; it is a critical part of contract formation. ... In other words, each person in a contract must promise to do something.
 
        
             
        
        
        
Answer:
$444,444.44
Explanation:
Larry's life insurance corporation is trying to sell an investment policy that will pay you and your heirs a total amount of $32,000 per year
The required return on this investment is 7.2%
 = 7.2/100
 = 0.072
Since the cash flow is a perpetuity then, the amount that will be paid for the policy can be calculated as follows
 PV= C/r
 = $32,000/0.072
 = $444,444.44
Hence the amount of money that will be paid for the policy is $444,444.44
 
        
             
        
        
        
Answer:
equivalent annual cost: 19,784.81
The investment is not economically justified as it is cheaper to pay the fines than invest in the equipment to avoid them.
Explanation:
We calcualte the PMT of a 75,000 dollars equipment at 10%
 
 
PV	75,000
time	5
rate	0.1
 
 
C                 $ 19,784.811 
EPA fines:    <u>   </u><u>$ 18,500.00  </u>
differential:          (1, 284.81)
 
        
             
        
        
        
Answer:
32.35% ( the probability that in any given year, the return on long-term corporate bonds will be greater than 10 percent )
Explanation:
Given data for long-term corporate bonds 
Standard deviation : 8.3%
mean = 6.2%
To calculate the probability that in any given year, the return on long-term corporate bonds will be greater than 10 percent ( USING THE NORM-DIST FUNCTION )
 P( x > 10% ) = 1 - P(x<10%) = 1 - NORM-DIST (10,6.2,8.3,TRUE ) = 0.3235 
= 32.35%
attached below is the missing part of your question