Answer:
$31,000
Explanation:
Calculation for the cash received from Dividend
Beginning dividends receivable + Dividend revenue - dividends paid = Ending dividends receivable
Hence,
Using this formula
Dividends paid = Beginging dividends receivable + dividend revenue - Ending dividends receivable
Let plug in the formula
= 3,100+32,300-4,400
=31,000
Therefore the amount of cash received from dividend will be $31,000.
Thus the dividend revenue is not the dividends which was received in cash, but instead it is the dividends which was earned during the period.
Answer:
Annual demand (U) = 90.000 bags
Cost of each bag = $1.50
Inventory carrying cost per unit(C) = $1.50 × 20% = 0 30
Ordering cost per unit (O) = $15
Part A)



EOQ = 3,000
Part B)
Maximum inventory = EOQ + Safety inventory on hand
Maximum inventory = 3000 + 1000
Maximum inventory = 4.000
Part C)
Average inventory = Maximum inventory + Minimum or Safety /2
Average inventory = 4,000 + 1,000 / 2
Average inventory =2,500
Part D)
How often company order = Annual demand / EOQ
How often company order = 90,000 / 3.000
How often company order = 30
Answer:
"D"
Explanation:
Daniel belongs to the <u>Marketing</u> department of Striking.
Answer:
Lynn will receive $63,754 at the end of 8 years.
Explanation:
Future value is the sum of value of principal invested and compounded return received over the investment period.
Using following formula of future value to calculate the required interest rate.
FV = PV x ( 1 + r )^n
PV = Present value = $40,000
n = number of years = 8 years
r = Interest rate = 6%
FV = Future value = ?
FV = $40,000 x ( 1 + 6% )^8 = $63,754
Answer:
D. $157,100
Explanation:
Amount in $
Beginning Cash account balance 38,700
Cash disbursement (outflows) (144,600)
Cash inflows <u> xxxx </u>
Ending balance <u> 51,200 </u>
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Cash inflows = 51,200 + 144,600 - 38,700
= $157,100
The right option is D. $157,100.