<span> The </span>income statement<span> reports revenues and expenses and the resulting </span>net income
Answer:
$48
Explanation:
Calculation the minimum transfer price that the Heating Division should accept
Using this formula
Minimum transfer price=[New UVC + (Lost USP - Regular UVC)]
Let plug in the formula
Minimum transfer price=$28+ ($40- $20)
Minimum transfer price=$28+20
Minimum transfer price= $48
Therefore the minimum transfer price that the Heating Division should accept is $48
Answer:
B. Globally conscious.
Explanation:
Millenials are the generation of people born in the 80s and 2000s, and represent people who were born at a time when technology and the internet were strengthened, which caused a revolution in the form of social interactions around the world.
The internet revolutionized business, due to the speed in the exchange of information, it was possible for business to expand and integrate, which generated globalization, which is the interaction of businesses between countries in search of competitive and strategic advantages in the global market.
Therefore, it is correct to say that the generation of millennials are more globally aware employees, due to the fact that they have grown up in a cultural and social environment marked by the use of the internet and the availability of information, which makes them more aware about business. global interactions, multicultural interactions and more possibilities to understand the market and contribute to its development.
A unique individual is the answer (if this is right can you please mark as brainliest, thanks)
Answer:
a) 32 refrigerators
b) 28.39 approximately 29 refrigerators
Explanation:
Given:
Cost of order, S = $100
H = 20% of 500 = 100
Cost of refrigerator = $500
Annual demand, D = 500
S.d = 10
Lead time, L = 7 days.
a) To find the economic order quantity, Q_opt, let's use the formula:
The economic order quantity is 32 refrigerators.
b) The reorder point, R, is calculated as:
R = (d' * L) + ( z * s.d)
Where d' is daily demand which is calculated by dividing annual demand by 365 days.
d' = 500/365 = 1.37
At 97% service probability.
Using the excel function, NORMSINV(0.97) = 1.88.
Therefore z = 1.88
Solving for R, we have:
R = (1.37 * 7) + (1.88 * 10)
= 28.39
≈ 29
If the distributor wants a 97% service probability, the reorder point, R, should be 29 refrigerators