Answer: See explanation
Explanation:
The flotation cost adjustment that must be added to its cost of retained earnings will be calculated thus:
= Expected dividend / [Current price × (1 - Floatation cost)] + Expected growth rate
= 2.00/[20.00 × (1 - 4.5%)] + 4.2%
= 2.00 /[20.00 × (1 - 0.045)] + 0.042
= 2.00 / (20.00 × 0.955) + 0.042
= (2.00/19.10) + 0.042
= 0.104712 + 0.042
= 0.146712
New cost of equity = 14.67%
You didn't give the cost of equity calculated without the flotation adjustment. Let's assume that this is maybe 11%, the floatation on adjustment factor = 14.67% - 11% = 3.67%
All of the above should be the answer :)
Answer:
Income +/- inventory adjustment
2015: 138,000 - 23,000 = 115,000
2016: 254,000 + 61,000 = 315,000
2017: 168,000 + 17,000 = 185,000
Explanation:
<u>Inventory Identity:</u>
Beginning + Purchases = Ending + COGS
As the mistake is on the right side it compensates by the other component which is COGS
<u><em>When the inventory is overstated</em></u> this means COGS is understated.
We didn't record the cost of good sold thefore our gross profit is higher making the net income higher.
<u><em>When the inventory is understated</em></u> this means COGS is overstated.
We record more cost of goods sold thefore our gross profit is lower making the net income fewer as well.
Answer:
The balance of uncollectible accounts after the adjustment will be $15,000
Explanation:
On December 31, the balance of the accounts receivable is $300,000 and on same data it is suggested that the 5% of the account receivable will be not be collected.
So, the balance of the uncollectible accounts will be computed as:
Uncollectible accounts = Account receivable balance × % which will not collected
where
Account receivable balance is $300,000
% which will not be collected is 5%
Putting the values above:
= $300,000 × 5%
= $15,000
NOTE: The allowance for uncollectible accounts of $1,000, already credited, so will not be considered again.
