Answer:
the ending inventory is $13,200
Explanation:
The computation of the dollar value of the ending inventory under variable costing is shown below:
= Variable production cost per unit × difference in units
= $13.20 per unit × (5,200 units - 4,200 units)
= $13.20 per unit × 1,000 units
= $13,200
hence, the ending inventory is $13,200
Answer:
The unrealised profit (PURP) of $5,000 [ (125,000 * .20) * (.2) ] should be subtracted from the profit share of Non-Controlling Interest.
Explanation:
When we prepare consolidated financial statements, we treat the companies of group as a single entity. That's why the intra-group transactions must be removed the consolidated statements. This involve adjustment of current accounts, unrealised profit on sale of goods/non-current asset, loan given by one group company to another etc.
When goods are sold by one group company to another at a markup and the buyer has not yet sold it to the third party, then the markup (profit) loading on these items is unrealised from group's point of view. This needs to be removed from the consolidated accounts because no one can make profit by trading with himself. This profit is termed as realised when the goods are sold to the third party. In the individual accounts, profit on this transaction has a credit balance so to remove it we debit the "cost of goods sold of group" and a credit entry to it is made to "inventory". This credit entry to inventory bring down the balance of inventory to what was the cost of that inventory to the group. Moreover, the recording of revenue by seller and inventory by buyer on intra-group sales and purchase is also adjusted.
After all the adjustments are made, the profit is distributed between parent's retained earnings and non-controlling interest. Now if the seller of goods is subsidiary, like in this case, the amount of unreaslised profit is deducted from NCI's profit share to calculate the profit attributable to parent's retained earnings.
Answer:
$8,171.37
Explanation:
first we must find the value of their account before they start receiving the distributions, (i.e. how much money they need to have in 20 years):
present value = annual payments x annuity factor
- annual payments = $30,000
- annuity factor (PV, 4%, 10 periods) = 8.1109
present value = $30,000 x 8.1109 = $234,327
now we need to calcualte the annual contribution in order to have $234,327 in 20 years:
future value = annual payment x annuity factor
annual payment = future value / annuity factor
- future value = $234,327
- annuity factor (FV, 4%, 20 periods) = 29.778
annual payment = $234,327 / 29.778 = $8,171.37
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