Answer:
<u>February.</u>
Desired ending inventory = 10% of March Cost of goods(COGS):
= 10% * 35,000
= $3,500
Inventory needed = COGS + ending inventory
= 32,000 + 3,500
= $35,500
Beginning inventory = January ending inventory = $3,200
Required Purchases = Inventory needed - Beginning inventory
= 35,500 - 3,200
= $32,300
<u>March</u>
Desired ending inventory = 10% of April COGS:
= 10% * 40,000
= $4,000
Inventory needed:
= 35,000 + 4,000
= $39,000
Beginning inventory = February ending inventory = $3,500
Required purchases:
= 39,000 - 3,500
= $35,500
Answer:
16.22%
Explanation:
To calculate the annual coupon rate, you can use the following formula:
Coupon Rate= (Annual coupon payment/Par value of the bond)* 100%
Annual coupon payment= $1158.91*14%= 162.2
Par value of the bond= $1000
Coupon Rate= (162.2/1000)*100%
Coupon Rate=0.1622*100%
Coupon Rate= 16.22%
The annual coupon rate on this bond is 16.22%
Consider your objective generate more leads, demonstrate thought leadership, increase online visibility, close a sale, create brand awareness and provide customer education. know your budget and what you can spend and what you can't spend understand your customer
Answer:
Option (D) is correct.
Explanation:
Calculation of total manufacturing overhead:-
4000 units manufacturing overhead:
= Production volume × Manufacturing overhead
= 4,000 × $94
= $376,000
5000 units manufacturing overhead:
= Production volume × Manufacturing overhead
= 5,000 × $77.60
= $388,000
Variable cost per unit:
= 12
Fixed cost = Total cost - variable cost
= $388,000 - 5,000 × 12
= $388,000 - $60,000
= $328,000
So total monthly fixed manufacturing cost is $328,000.
Answer:
$36,000
Explanation:
The computation of the adjusted gross income for the present year is as follows:
= Ordinary income + short term capital gain - short term capital loss + long term capital gain
= $35,000 + $3,000 - $6,000 + $4,000
= $36,000
Hence, the adjusted gross income for the present year is $36,000
The same is relevant
