Answer:
the maximum initial cost is 25.62674095 million
Explanation:
The computation of the maximum initial cost of the company is shown below:
But before that the discount rate is
= 0.6 ÷ 1.6 × 4.6% + 1 ÷ 1.6 × 10% + 3%
= 10.9750%
Now Maximum initial cost is
=2.3 ÷ (10.975% - 2%)
= 25.62674095 million
Hence, the maximum initial cost is 25.62674095 million
The term that describes the restoration of the insured person to the financial position that he or she was in before the loss occurred is called indemnity. This allows protection to the insurer in case of loss and damage and will protect against any legal quandry that may occur.
Answer:
The answer is (E) For most firms that invest in training their employees, the value added by that investment in employees who stay exceeds the value lost through other employees’ leaving to work for other companies.
Explanation:
This question is a dilemma for companies: Should they invest on training and development for people who might not stay in the company for long periods of time? In the end, even if the employees don’t stay long in the company, the value they bring to the company after being trained are usually more significant than if the employee wasn’t trained in the first place. After all, the risk for mismanagement is higher if the latter was implemented – and will result in higher loss for the company since the bad performance of unskilled employees might impact the company not only financially, but also reputation-wise.
Answer:
$3,900
Explanation:
The computation of the inventory purchase is shown below:
As we know that
Sales - gross profit = Cost of goods sold
$8,200 - $5,300 = Cost of goods sold
So, the cost of goods sold is $2,900
Now the cost of goods sold is
Cost of goods sold = Opening stock + purchase made - ending stock
$2,900 = $1,100 + purchase made - $2,100
$2,900 = -$1,000 + purchase made
So, the purchase made is
= $2,900 + $1,000
= $3,900
Answer:
Option (A) is correct.
Explanation:
Given that,
Mean daily demand, M = 20 calculators per day
Standard deviation, SD = 4 calculators per day
Lead time for this calculator, L = 9 days
z-critical value (for 95% in-stock probability) = 1.65 (From z tables)
Normal consumption during lead-time:
= Mean daily demand × Lead time
= 20 × 9
= 180 units of calculator
Safety Stock = z value × SD × L^(0.5)
= 1.65 × 4 × (9)^(0.5)
= 1.65 × 4 × 3
= 19.8 units
Reorder Point = Normal consumption during lead-time + Safety Stock
= 180 units + 19.8 units
= 199.8 or 200 units (Approx)
