Answer: product benefit
Explanation:
When advertising a particular product, the product benefit simply means the benefits that the consumers will enjoy when they bunch such products.
In this case, Better Not Younger focuses on how its products make aging hair feel softer, therefore thus is the product benefit as this is what the consumers will enjoy when they purchase it.
Both transportation and assignment problems are members of a category of lp problems called network flow problems
<h3>What is
network flow problems?</h3>
Network flow problems are a type of combinatorial optimization problem in which the input is a flow network (a graph with numerical capacities on its edges) and the goal is to construct a flow with numerical values on each edge that respect the capacity constraints and have incoming flow.
A company, for example, may want to ship packages from Los Angeles to New York City by using trucks to transport between intermediate cities. If the route connecting two cities only has one truck and each truck has a maximum load, the graph describing the transportation options will be a flow network.
To know more about network flow problems follow the link:
brainly.com/question/23828054
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Answer:
$2,266,123.60
Explanation:
As it is given
Return on sales = Net income ÷ Sales
3.56% = $110,000 ÷ Sales
So, the sales is $3,089,887.64
Now the Gross Profit percentage is
Gross Profit percentage = Gross profit ÷ Sales
26.66% = Gross profit ÷ $3,089,887.64
So, the gross profit
= $823,764.044
Now the cost of goods sold is
= Sales - gross profit
= $3,089,887.64 - $823,764.044
= $2,266,123.60
Use this formula:
A= P(1+rt),
A is the final investment amount (4424.50x10)
P is the principal amount (25,000)
r is the rate of interest (annual)
t is the time period (10)
If A= P(1+rt),
then (1+rt) = A/P.
(1+r(10)=( 44,245)/25,000
10r=1.7698-1
r=.7698/10
<span>r=.07698 or 7.698%</span>
Answer:
Explanation:
The risk premium two years back = 11.5 - 8.7 = 2.8 %
current risk premium = 2.8/2 = 1.4%
Current risk free bond yields 7.8 %
So Rolling Coast expected rate of interest on bonds = 7.8 + 1.4
= 9.2 %
