Answer:
By using the EOQ model, ray should order 22.8 units or 23 units each time
Explanation:
Solution
Recall that:
Ray annual estimated demand for this model is = 1,050 units
The cost of one unit carry is =$105
He estimated each order costs to place = $26
Now,
The EOQ model= (2*annual demand*ordering cost/holding cost per unit per year)^.5
Thus,
EOQ = (2*1050*26/105)^.5
EOQ = 22.8 units or 23 units
Answer:
The correct answer is C - $2,641.00.
Explanation:
Answer:
Retained earning balance at the end would be = $205,000
Explanation:
Retained earnings at the end = Retained earning at the beginning + Net income - Dividend paid
The net income would increase the balance of the retained earnings hence it is added to it.
The Dividend paid would be a cash outflow which would reduce the balance of the retained earnings, hence it is deducted from it.
So applying this to the question, we have
Retained earning balance at the end would be:
25,000 + 200,000 - 20,000 = $205,000
Retained earning balance at the end would be = $205,000
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Answer:
236.23
Explanation:
The computation of X is shown below:-
As per the time-weighted method
The 6-month yield
= (40 ÷ 50) × (80 ÷ 60) × (157.50 ÷ 160) - 1
= 5%
Annual equivalent = (1.05)^2 - 1
= 10.25%
1 - year yield = (40 ÷ 50) × (80 ÷ 60) × (175 ÷ 160) × (X ÷ 250) - 1
= 0.1025
X(0.004667) = 1.1025
X = 236.23
Therefore on December 31st the value of account of X = 236.25
