Answer:
First National Bank's EAR is 11.68%
First United Bank's EAR is 11.62%
Explanation:
Effective annual rate=(1+APR/m)^m-1
APR is the annual rates given in the question as 11.1% and 11.3%
m is the number of times in the year that compounding is done, for instance, it is 12 for monthly compounding and 2 for semiannual compounding
First National Bank's EAR=(1+11.1%/12)^12-1=11.68%
First United Bank's EAR=(1+11.3%/2)^2-1=11.62%
The EAR for First National Bank is higher
Answer:
The correct answer is: Build-up approach
.
Explanation:
The Build-up approach estimates the sales potential of the company by calculating how much of a product could be purchased in a given period by a potential buyer in a specific geographic region. The calculation is then multiplied by the number of potential customers, adding the sum of all the considered geographic areas.
Answer
2
Explanation:
Cost index in dollar - value LIFO method is used to determine the change in prices since the beginning of he base year by comparing the year end inventory to the base layer cost.
The extended cost of the ending inventory at the most recent price is divided by the cost of the ending inventory at the base year price.
Workings
Cost in term of base layer = $50,000
Cost in term of the layer layer $100,000
Cost index = 100000/50000 = 2
The maker. Hope this helps. :)
Answer:
Josefina is not maximizing her profits since she is making a loss of $0.25.
Explanation:
The marginal revenue is the total amount of revenue received from selling an additional unit of product while the marginal cost is the total cost incurred for producing an additional unit of product. The marginal cost and revenue can be compared to determine if producing and selling an additional unit is profitable or will cause a loss.
The profit/loss can be expressed as;
P/L=R-C
where;
P=profit
L=loss
R=total marginal revenue
C=total marginal cost
In our case;
P/L=unknown
R=marginal revenue per unit×number of units=1.50×1=$1.50
C=marginal cost per unit×number of units=$1.75×1=$1.75
replacing;
P/L=1.50-1.75=-$0.25
Since the marginal cost is greater than the marginal revenue, we can conclude that Josefina is making a loss of $0.25
