Answer: Campbell will owe $115,858.25 in federal income tax this year computed as follows:
$115,858.25= $45,353.75+ 33% x ($400,000 - $186,350)).
Campbell's average tax rate is 28.96 percent.
Average Tax Rate = TotalTax / TaxableIncome = $115,858.25 / $400,000 = 28.96
Campbell's effective tax rate is 28.82 percent.
Effective tax rate = TotalTax / TotalIncome = $115,858.25 / ($400,000 + $2000) = 28.82
Campbell is currently in the 33 percent tax rate bracket. Her marginal tax rate on deductions up to $213,650 will be 33 percent. However, her marginal tax rate on the next $5,100 of income will be 33%, and income earned over $405,100 will be 35 percent. Income earned in excess of $406,750 will be taxed at 39.6%.
Answer:
Inventory turnover in days = 43.59 days
Inventory turnover (No of times)= 8.37 times
Explanation:
<em>Inventory turnover days is the average length of time it takes a business to sell its inventory before replacement.</em>
Inventory turnover in days
= Average inventory /Cost of goods sold × 365 days
<em>Average inventory = (Opening Inventory + closing inventory)/2</em>
<em>Average inventory </em>
= (21,000 + 22,000)/2
= 21,500
<em>Inventory turnover in days</em>
(21,500/180,600) × 365 days
=43.597 days
Inventory turnover (No of times )
= Cost of goods sold/Average inventory
= 180,600/21,500
= 8.37 times
The amount to be recorded as depreciation expense on December 31, 2021, is (B) $9,590.
<h3>
What is depreciation expense?</h3>
- Depreciation expense is the cost of a depreciated asset for a specific period, and it reveals how much of the asset's value was used up in that year.
- Accumulated depreciation is the entire amount of depreciation expense given to an asset since it was placed in service.
- A business spends $84,000 on new display racks with a useful life of 7 years (84 months) and no residual value.
- The corporation would most likely choose a straight-line depreciation technique, which would result in a $1,000 monthly depreciation expenditure ($84,000/84 months = $1,000 per month).
The straight-line technique of calculating depreciation expense is given below:
- = (Original cost - salvage value) ÷ (useful life)
- = ($173,000 - $8,600) ÷ (10 years)
- = ($164,400,000) ÷ (10 years)
- = $16,440
In this method, the depreciation is the same for all the remaining useful life.
Now for the 7 months, the depreciation expense would be:
- = $16,440 × 7 months÷ 12 months
- = $9,590
Therefore, the amount to be recorded as depreciation expense on December 31, 2021, is (B) $9,590.
Know more about depreciation expenses here:
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The correct question is given below:
A company purchased factory equipment on June 1, 2021, for $173000. It is estimated that the equipment will have a $8600 salvage value at the end of its 10-year useful life. Using the straight-line method of depreciation, the amount to be recorded as depreciation expense at December 31, 2021, is ______.
(A) $16440.
(B)$9590.
(C)$8220.
(D)$6850.
Answer:
a) 120 skiers per day
b) 6.25% increase in revenue
Explanation:
a) If the average skier stays 10 days, the average turnover is 1/10 of the skiers per day, or 1200/10 = 120 skiers per day.
__
b) For a stay of n days, the average skier spends ...
50 +(n-1)30 = 20 +30n
and the average spending per day is ...
(20 +30n)/n = (20/n) +30
So, for a 10-day stay, the average skier spends in restaurants ...
20/10 +30 = 32 . . . . per day
And for a 5-day stay, the average skier will spend ...
20/5 +30 = 34 . . . . per day
The change in restaurant revenue is expected to be ...
(34 -32)/32 × 100% = 2/32 × 100% = 6.25%
Restaurant revenues will be 6.25% higher compared to last year.