Answer:
Option (a) is correct.
Explanation:
Given that,
Annual revenues = $137,800,
variable costs = $82,600
Fixed costs = $11,000
Annual depreciation = $23,500
Tax rate = 34 percent
Annual Income before Taxes:
= Annual revenues - Variable cost - Fixed Costs - Depreciation
= $137,800 - $82,600 - $11,000 - $23,500
= $20,700
Net income:
= Annual Income before Taxes × ( 1 - T)
= $20,700 × 0.66
= $13,662
Annual operating cash flow:
= Net income + Depreciation
= $13,662 + $ 23,500
= $37,162
Answer:
$69,840
Explanation:
Data provided;
Month Budgeted Sales
January $120,000
February $108,000
March $132,000
April $144,000
Gross profit rate is 40% of sales it means cost of goods sold is 60% of sales
Target ending inventory levels = 30% = 0.3
Therefore,
Purchases budgeted for January total
= ( $120,000 × 0.6 ) + ( $108,000 × 0.6 × 0.3 ) - $21,600
= $72,000 + $19,440 - $21,600
= $69,840
Answer:
Landing cost = 56.49 dollars per barrel.
Explanation:
Buying Cost of oil barrel = 1,800 Rubles, which is equal to 27.50 USD per barrel.
Shipping Cost = 20 Krones, which is equal to 2.35 USD per barrel.
Refining Cost = 20 Euros, which is equal to 22.82 USD per barrel.
Transportation Cost = 200 Philippine peso, which is equal to 3.82 USD per barrel.
Therefore, to find landing cost of the above mentioned transaction = 27.50 + 2.35 + 22.82 + 3.82 = 56.49 USD per barrel.
Could be a lot of things like;
Replaceable
Necessities
Long Lasting
Answer:After-tax cost of debt capital = 4.78%
Explanation:
Cost of debt (After-tax):
= 
(1 – tax rate)
Where,
= After tax cost of debt
F = Floatation cost
= Net proceeds
Net proceeds = Bond face value ± Premium or Discount
Net proceeds: $ 1000 - $ 15 = $ 985
Flotation cost = $ 36
Tax rate 34% or 0.34
Hence, after tax cost of debt = 
(1 - 0.34)
= 4.778 % (approx.)
i.e. 4.78%
