<span>You might be able to cope with future issues more easily this the correct answer. : )</span>
Answer:
$3,168
Explanation:
We will receive $4000 in future (after 4 years time) which means all we want to know is the amount that we Derek must deposit today.
This present value of the $4000 payment received after 4 years from today can be calculated using the following formula:
Present value = Future Value / (1 + r)^n
Here
Future Value is $4000
r is 6%
n is 4 years
So by putting values, we have:
Present value = $4000 / (1 + 6%)^4 Years
Present value = $3,168
Answer:
Net income = $169.2
Growth in dividend = 76.25%
Explanation:
The projected figures are as below:
Sales = $700 x (1 + 15%) = $805 <em>(15% increase in sales)</em>
Operating costs including depreciation = $805 x 60% = $483 <em>(60% of sales)</em>
Interest expense = 40 <em>(remain constant)</em>
EBIT = Sales - Operating costs including depreciation = $805 - $483 = $322
EBT = EBIT - Interest expense = $322 - $40 = $282
Net income = EBT x (1 - Tax rate) = $282 x (1 - 40$) = $169.2
Dividend = Net income x Dividend payout ratio = $169.2 x (32/96) = $56.4
Growth in dividend = $56.4/$32 = 76.25%
<em />
<span>Choose the best closing for a message requesting the receiver's support for a proposed change in a benefits plan. C</span><span>ontacting me by December 1 about your support of this new benefits plan will allow me to present this proposal at the next strategic planning session. Out of the above options, this option sounds the best and hits all of the necessary points to conclude a request. </span>
Answer:
B. a debit to Interest Expense for $ 42 comma 750.
C. a credit to Cash of $ 137 comma 750.
Explanation:
Payment of Note Payable includes the payment of interest on the outstanding balance and principal amount of the note. In this question it is the first payment of the note payable, so the outstanding balance is the face value of the note, Interest is calculated using this value, A fix payment of $95,000 is also made.
As per given data
Principal Payment = $95,000
First Interest payment = $475,000 x 9% = $42,750
Total Payment = $95,000 + $42,750 = $137,750
Journal Entry for first payment
Dr. Interest Expense $42,750
Dr. Not Payable $95,000
Cr. Cash $137,750
