Answer:
C Liabilities are understated, and net income is overstated.
Explanation:
To accrue for interest expense, the required entries are;
Debit Interest expense (p/l)
Credit Accrued Interest (B/s)
Being entries to recognize accrued interest expense.
If this is not posted, liabilities and expenses for the period would be understated. As such, net income would be overstated.
Hence the right answer is C Liabilities are understated, and net income is overstated.
Answer: 16 units more than social optimum.
DWL = dead weight loss = (1/2)*(Q* - Q°) 12 =96
Explanation:
Q=1200 - 4P and Q=-240 + 2P
In a free market quantity demand =quantity supplied
1200 -4P = -240 +2P
P =240
Sub P
Q* = 240
Socially optimal quantity is
Marginal social benefit (MSC)= marginal social cost(MSC), including external damage =MEC
MPC= marginal private cost =inverse of supply function
MPC = (1/2)*Q + 120
MEC=12
MSC =(MPC +MEC) = (1/2)Q +120 +12
MSC= MPB where MPB is marginal private benefit = inverse of demand functn
MPB = 300 -(1/4)Q
(1/2)Q + 132 =300 - (1/4)Q
Q° = 224
Difference btw Q* & Q° = 16 units more than social optimum.
DWL = dead weight loss = (1/2)*(Q* - Q°) 12 =96
Productivity measurement is complicated by the fact the precise units of measure are often unavailable. When you are managing productivity it can vary based on each task or the person completing the tasks. Because of this, it makes it complicated for management to measure productivity as there could be no units or no comparable units to measure. Productivity is better reflected on the outcome of what they do complete versus what they do not.
Answer:
It will take 14 quarters (3.5 years) to reach $44,622.09 from $35,000 at an interest rate of 7% compounded quarterly.
Explanation:
Giving the following information:
PV= 35,000
FV= 44,622.09
i= 0.07/4= 0.0175
We need to calculate the number of quarters required to reach the objective. We will use the following formula:
n= ln(FV/PV) / ln(1+i)
n= ln(44,622.09/35,000) / ln(1.0175)
n= 14
It will take 14 quarters (3.5 years) to reach $44,622.09 from $35,000 at an interest rate of 7% compounded quarterly.
