Explanation:
The adjusting entry is as follows
Insurance expense A/c Dr $4,800
To Prepaid insurance A/c $4,800
(Being the insurance expense is recorded)
The computation is shown below:
= Beginning balance + debited amount - unexpired insurance amount
= $6,600 + $2,300 - $4,100
= $4,800
So while preparing the adjusting entry, we debited the insurance expense account and credited the prepaid insurance account
Goals specify future ends and plans specify today's means.
Answer: the correct answer is letter D. the nominal interest rate is the stated interest rate whereas the real interest rate is the nominal interest rate minus the inflation rate.
Explanation: in financial maths when you speak about "real" rates you should consider the inflation impact.
Answer:
$12,500
Explanation:
Calculation for the total amount removed from Joshua’s estate in 2017
Since we were told that In 2016, Joshua gave the amount of $12,500 to his son in which in the same year which was 2017, the XYZ shares are worth the amount of $25,000 which means that the total amount removed from Joshua’s estate in 2017 will be $12,500 ($25,000-$12,500).
Answer:
A share of this stock be worth$ 21.88 four years from now
Explanation:
Amount of annual dividend that will be paid the next year = $ 2.05
increase in dividend by 3.5% = 
= increase by a factor of 1.035
Since there is a 14% return, overall increase in dividend = 
= 9.857
<em>Note:</em>
<em>0.035 was obtained from </em>
<em>= 0.035 (dividend increase)</em>
<em>0.14 was obtained from </em>
<em> = 0.14 (percentage return required)</em>
over the next 20 years his new value of dividend will be
New value of dividend = $2.05 + 9.857 = 11.907
Converting to a percentage,
= 1.1907
Net dividend increase =
Dividend returns minus increase in dividend for 20 years is given as
14% - 3.5% = 10.5%
From the above, the
Worth of a share of his stock 4 years from now can be computed by
(dividend X Percentage increase in 20 years)/ net percent dividend increase + (increase in 4 years/ net dividend increase) X 100
+ 
× 100 =$21.88
∴ A share of this stock be worth$ 21.88 four years from now
