Answer: Escape avoidance
Explanation:
Escape avoidance also known as avoidance coping, is an approach that is used to deal with stress related issues. Escape avoidance is a form of coping which involves the changing of one's behavior in order to avoid thinking or feeling things that makes the person uncomfortable.
Escape avoidance involves trying to avoid stress than dealing with them.
It is a great way to relieve stress. Ron hanging out with friends after his losses is trying to take his mind away from the losses and relieve his stress. This is escape avoidance.
Answer:
review your progress, reevaluate, and revise your plan
Explanation:
Based on the information provided within the question it can be said that in this scenario the step that you have completely neglected is to review your progress, reevaluate, and revise your plan. That is because in this scenario many events have occurred, and it seems that your financial plan after retirement has not been adjusted with each and every one of these life events. Therefore it is outdated and most likely not providing the benefits it once did.
Answer:
Del is expected to prepaid to pay $535.62 in prepaid interest at the closing.
Explanation:
The down payment of 15% is $250000*15%=$37500
The balance of mortgage net of down payment=$250000-$37500
=$212500
Interest yearly=$212500*5.75%=$12,218.75
A year interest divided by 365days give one day interest.
A day interest=$12218.75/365=$33.48
Total interest to pay at closing=16days*$33.48
=$535.62
The number of days was 16 because July has 31days and deal was closed on 15th,hence 31 minus 15 gives 16.
Answer:
Answer:
Growth rate (g) = n-1√(<u>Latest dividend)</u> - 1
Current dividend
= 4-1√($2.49/2.20) -1
= 3√(1.1318) -1
= 1.04 - 1
= 0.04 = 4%
Ke = Do<u>(1 + g) </u> + g
Po
Ke = $2.57(<u>1 + 0.04</u>) + 0.04
65
Ke = 0.04 + 0.04
Ke = 0.08 = 8%
Explanation:
In this case, we need to calculate the growth rate using the above formula. Then, the cost of equity will be calculated. Cost of equity is a function of current dividend paid subject to growth rate divided by current market price.
Explanation:
