Answer:
<u>Licensing.</u>
Explanation:
Brand licensing occurs when there is an agreement between companies to use a brand and its characteristics such as name, logo and image, upon payment of royalts for the use.
It is a strategy that occurs on a large scale worldwide due to the ease of use and the added benefits of using a consolidated brand in the market, which already has an established public, and added value, which generates an economic strengthening in companies that use this strategy. as well as increased reliability and profitability.
Answer:
11%
Explanation:
To address this exercise, we need to recall the formula for dividend discounted model (DDM). The DDM is stated as below:
Stock intrinsic value = Next year dividend/(Required rate of return - Long term growth)
Rearrange a bit this formula, we have:
Next year dividend/Stock intrinsic value = Required rate of return - Long term growth, or
Dividend yield = Required rate of return - Long term growth
Putting all the number together, we have:
6.4% = Required rate of return - 4.6% or Required rate of return = 11%
Checks and debit cards withdraw money directly from a bank account.
Answer:
The value assigned to ending inventory if Niles uses "weighted average" is $320 ( to 160 units @ $2 )
Explanation: Number of units Price per unit Total
Purchases on March 1 = 110 $1.10 $1,21
Purchases March 7 = 210 $2.10 $441
Purchases March 16 = 110 $2.70 $297
Inventory on March 31 = 160 $2.00 $320
Weighted Average Inventory value = Accumulated Value / Total Number of units
Weighted Average Inventory value = ( 121 + 441 + 297 ) / ( 110 + 210 + 110 )
Weighted Average Inventory value = 1.997674419 = $2.00
Question Completion
A manufacturer of mountain bikes has the following marginal cost function:
C(q)=600/(0.7q+5)
Answer:
a. The total cost = $3,492.40
b. The profit on the first 30 bikes is:
= $2,507.60
Explanation:
a) Data and Calculations:
Fixed cost for producing the bicycles = $2,800
Number of bicycles produced = 30
Selling price per bike = $200
Marginal cost (C(q)) =600/(0.7q+5)
= 600/ (0.7*30 + 5)
= 600/ (21 + 5)
= 600/26
= $23.08
Total cost = Fixed cost + (C(q))
= $2,800 + $23.08 * 30
= $2,800 + $692.40
= $3,492.40
Profit:
Sales revenue $6,000 ($200 * 30)
Less Total cost 3,492.40
Profit = $2,507.60