Answer: Wholesaler
Explanation:
Television Haven buys televisions from a manufacturer and then sells them to department stores. Television Haven is most likely a wholesaler.
A wholesaler involves someone who buys goods from the manufacturer or producer in bulk, that is large quantities and then sell to the retailers after which the retailer then sells to the consumers
Here, Television Haven is a whilesaler while the department store is a retailer.
Answer & Explanation:
If there is no other place for it. The case must be put back together and returned to the back room to be stored. There are times where it is acceptable to return a partial case to the back. An example is if a customer asks for an item out of the box.
Answer and Explanation:
The computation is shown below:
Fixed cost is
= $500,000 + $1,000,000
= $1,500,000
And, the marginal cost is
= $0.25 + $0.10
= $0.35 per paer
Now
as we know that
AFC = FC ÷ Q
Now for At 1,000,000 papers,
AFC is
= 1,500,000 ÷ 1,000,000
= $1.50/mo
At 800,000
, it would be
AFC = 1,500,000 ÷ 800,000
= $1.875/mo
MC = $0.35 per paper and the same is not changed
Now for break even, the average total cost is
ATC = AFC + AVC
ATC = FC ÷ Q + VC ÷ Q
VC = MC × Q
ATC = FC ÷ Q + MC
ATC = FC ÷ Q + 0.35
At Q = 1,000,000,
ATC = 1.50 + 0.35
ATC = $1.85
At Q = 800,000
, it would be
ATC = 1.875 + 0.35
= $2.225
As it can be seen that
The AFC changes from 1.50 to 1.875 which shows an increment of 0.375.
The MC remains constant or same at 0.35 as the printing and delivery costs per paper are remain same
And, The minimum amount that we must charge to break even rises i.e. from 1.85 to 2.225. That is a rise of 0.375
Answer:
Reward to volatility ratio = 0.71
Explanation:
Given the expected risk premium = 10%
Standard deviation = 14%
The rate on treasury bills = 6%
The investment amount that the client chooses to invest = $60000
Expected return of equity = the expected risk premium + The rate on treasury bills
Expected return of equity = 10% + 6% = 16%
Standard deviatin = 14%
Reward to volatility ratio = (expected return - risk free rate) /standard deviation
Reward to voltality ratio = (16% -6%)/14%
Reward to voltality ratio = 0.71
