Answer:
INCREASE IN AVERAGE INVENTORY VALUE REQUIRED = $2.25 million
Explanation:
Inventory turnover will be determined as :
Inventory turnover = Annual sales ( at cost ) / Inventory value
Annual sales this year = $72million
Inventory turnover = 8 times
Therefore , Inventory value of current year = $72/8 =$ 9 MILLION
If annual sales ( at cost ) increases by 25%, Inventory value also has to increase by 25% to maintain the same inventory turnover ratio next year
Therefore , increase in average inventory value required = 25% of $9 million = $2.25 million
INCREASE IN AVERAGE INVENTORY VALUE REQUIRED = $2.25 million
Answer:
$10 million
Explanation:
Calculation for the reported profit for the first year of the contract
Using this formula
Reported profit=(BB Costs/Project cost estimate)×(Building contract-Project cost estimate)
Let plug in the formula
Reported profit = ($30 million / $75 million)×($100 million – $75 million)
Reported profit=0.4 million ×25 million
Reported profit= $10 million
Therefore the reported profit for the first year of the contract will be $10 million
Answer:
Explanation:
The adjusting entry for interest expense is shown below:
Interest expense A/c Dr $1,134
To interest payable $1,134
(Being interest expense is adjusted)
The interest expense is computed by
= Note payable amount × interest rate × (number of months in a year ÷ total number of months in a year)
= $75,600 × 9% × (2 months ÷ 12 months)
= $1,134
The two months is computed from the November 1 to December 31
Answer:
The correct answer is 40.6 days. None of the options is correct.
Explanation:
The average collection period of the accounts receivable is how long it takes the company to collect its accounts receivable. It is expressed as: (Average accounts receivable / Net credit sales) x 365 days.
Average collection period = [($760,000 + $840,000)/2 / $7,200,000] x 365 days = 40.6 days
This means it takes the company 40.6 days to collect its accounts receivable.
