Answer:
Revenue - March = $160
Explanation:
The accrual principle in accounting states that the revenues for a period should match the expenses for that particular period and any revenue or expense should be recorded in the period to which it relates to. This means that the upfront fee received by Fit Co. is a liability and should not be recorded as a revenue until it is earned. So, by providing two sessions in the month of March, Fit Co. has earned revenue for 2 sessions out of the twelve. Thus, at the end of March, Fit Co. should record a revenue of,
Revenue - march = 960 * 2/12 = $160
Answer:
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Explanation:
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Answer:
price level fall and value of money is rises
Explanation:
given data
one year basket costs = $10.00
two year two basket costs = $9.00
one year buy baskets = $50
year two,buy baskets = $50
to find out
as the price level falls, the value of money will be
solution
we see that when we compare to 1 year price go down from $10 to $ 9
so deflation at annual rate is = 10%
so here
sum of $50 will be buy here = = $5 in one year
and $ 50 buy in 2 year is = = $5.56 in two year
so this is show here that price level fall and value of money is rises
Answer:
A. The parameters p and u are the same for both trees
Explanation:
Calculation of parameters of u(upper limit) and p(lower limit) for both index and stock:
1) INDEX
Current Value: 100
Volatality : 25%
Value can increase upto 100+25% = 125
Value can decrease to 100-25% = 75
U = Value after increase/current value = 125/100 = 1.25
P = Value after decrease/ current value = 75/100 = 0.75
2) STOCK
Current Value: 100
Volatality : 25%
Value can increase upto 100+25% = 125
Value can decrease to 100-25% = 75
U = Value after increase/current value = 125/100 = 1.25
P = Value after decrease/ current value = 75/100 = 0.75
---> The parameters U and P for both index and stock are same. This is because both the index and stock has same value and same volality rate. Therefore, stock move according to the index.
if index changes by certain percentage the stock also changes. Here in this case, volatality rate is same for both index and stock. Hence Parameters U and P are same for Index and Stock.
Answer:
The value of X that gives maximum profit is <u>15.92</u>.
Explanation:
Before answering the question, Y and Revenue (R) given in the question are first correctly restated as follows:
Cost = Y = 11 + 0.4X + 0.29X^2 .......................................... (1)
Revenue = R = 16X − 0.2X^2 .............................................. (2)
Differentiating each of equations (1) and (2) with respect to X to obtain marginal cost (MC) and marginal revenue (MR), we have:
dY/dX = MC = 0.4 + 0.58X .................................................. (4)
dR/dX = MR = 16 - 0.4X ....................................................... (5)
In production theory, profit is maximized when MR = MC. Therefore, we equate equations (4) and (5) and solve for X as follows:
0.4 + 0.58X = 16 - 0.4X
0.58X + 0.4X = 16 - 0.4
0.98X = 15.6
X = 15.6 / 0.98
X = 15.92
Therefore, the value of X that gives maximum profit is <u>15.92</u>.