Answer: arithmetic Average Return =11.33%
Geometric Average Return=10.33%
Explanation:
Returns per year
Year 1 16%
year 2 23%
year 3 15
year 4 -11%
year 5 30 %
year 6 -5%
Total = 68%
Arithmetic Average = Total returns 0f ( year 1 -6) / number of years
= 68%/6 =11.33%
Geometric Average Return is given as
= ((1 + R1) × (1 + R2) × ... × (1 +Rn))(1/n) - 1
((1 + 16%) × (1 + (23%)) × (1 + 15%) x (1+ -11%) x (1+30%) x (1+ -5%))^1/6 - 1
((1.16 x 1.23 x 1.15 x 0.89 x 1.30 x (0.95)) ^1/6
((1.16 x 1.23 x 1.15 x 0.89 x 1.30 x 0.95)) ^1/6 -1
(1.8035073 )^1/6 - 1
= 1.10328 -1 = 0.10328 x 100 = 10.328% =10.33%
Answer:
Conflicting personalities
Equilibrium is the point where supply meets demand. Look at the table and see where those two columns are the same.
For B. look at the chart and see at 1,50 rent (the first column) the demand is greater than supply or not. If demand is less than supply, there is a surplus. If demand is higher, there is a shortage.
This applies to question C as well. Look at the first column, find the rent, and see if there is more supply or more demand.
Answer:
$33,500
Explanation:
Relevant data provided
Total Credit Sales = $670,000
Percentage of bad debts = 5%
The computation of Bad Debt Expense is shown below:-
Bad Debt Expense = Total Credit Sales × Percentage of bad debts
= $670,000 × 5%
= $33,500
Therefore for computing the bad debt expenses we simply multiply the total credit sales with percentage of bad debts.
Answer: Revenue is maximum at x=25 and y=0. That is when the firm makes only yellow cakes and no strawberry cakes.
Explanation:
x- Number of Yellow cakes
y- Number of Strawberry cakes
Time constrain is given by
Revenue is given by,
At the vertices, revenue is
At (0,0)
TR = $0
At (0,150)
At (225,0)
Therefore, Revenue is maximum at x=25 and y=0. That is when the firm makes only yellow cakes and no strawberry cakes.
