I guess the correct answer is Substitute products and services
A substitutе is a prοduct that pеrfοrms thе samе οr similar functiοn as anοthеr prοduct. Micrοеcοnοmics tеachеs that thе mοrе substitutеs a prοduct has, thе dеmand fοr thе prοduct bеcοmеs mοrе еlastic. Еlastic dеmand mеans incrеasеd cοnsumеr pricе sеnsitivity which еquatеs tο lеss cеrtainty οf prοfits. Fοr еxamplе, public-transpοrtatiοn is a substitutе fοr driving a car, and е-mail is a substitutе fοr writing lеttеrs.
Answer:
The credit manager, and the Controller
Explanation:
The credit manager is responsible for maintaining the credit policy, in order to fulfil this target they are responsible to look at the sales and ensure the credit sales are in the sales limit.
Further that the company do not have the bad debts, it shall verify each customer properly that they have enough funds, and ensure their credibility.
Controller is responsible for maintaining the financial records of accounts, and reporting the transactions to managers.
Accordingly, Credit manager along with controller are directly responsible to the vice president of finance.
Answer:
producing more automobiles in the U.S.
Explanation:
Answer:
9.1%
Explanation:
To calculate the annual rate of return on this account you can use the following formula:
r = ( FV / PV )^1/n - 1, where
r= rate of return
FV= future value= 25,000
PV= present value= 450
n= number of periods of time= 46
r=(25,000/450)^(1/46)-1
r=55.56^0.0217-1
r=1.091-1
r=0.091 → 9.1%
According to this, the annual rate of return on this account was 9.1%.
Answer:
a.
EOQ = 2,944 units
b.
Setup cost = Numbers of Order x Ordering cost = $8.83
Holding Cost = $8.83
Explanation:
a.
Economic order quantity is the quantity at which business incur minimum cost. This is the level of order where the holding cost equals to the ordering cost of the business.
As per given data
Annual Demand = 50 per week x 52 weeks in a year = 2,600 bolts
Ordering cost = $10
Carrying cost = $0.03 x 20% = $0.006
EOQ = 
EOQ = 
EOQ = 2,943.92 = 2,944 units
b.
Setup cost = Numbers of Order x Ordering cost = (2,600 / 2,944) x $10 = $8.83
Holding Cost = (2,944 / 2) x $0.006 = $8.83
