Answer:
The correct answer is letter "C": investment revenue in cash.
Explanation:
Cash flows from investing activities are portrayed in the Cash Flow Statement indicating the amount o cash that was generated or spent from investment-related activities of the company. Usually, <em>cash payments to acquire physical assets, receipts from the sale of intangible assets, cash payments or receipts for the sale of bonds or shares of other companies, </em>and <em>cash payments in the form of loans</em> are considered in the cash flows from investing activities.
<em>According to the U.S. Generally Accepted Accounting Principles (GAAP), investment revenue in cash is reported as an inflow from operating activities.</em>
Answer: Minimum efficient scale is 8 units.
Explanation:
Given that,
Cost function: C(q) = 64 + 
Marginal cost function: MC = 2q
Average cost: AC = 
= 
= 
The minimum efficient scale is at a point where MC = AC
2q =
Therefore, minimum efficient scale is 8 units.
Answer:
A confidence estimate.
Explanation:
Confidence estimate is a statistical representation for the possiblity of occurance of any event. The confidence estimate is shown by using interval of estimate, it also known as confidence internal estimation. It show an approximate value of the unknown parameter of probablity distribution. It is useful as defence against judgmental biases.
Answer:
0.75163
Explanation:
So, we are given the following data or parameters or information which is going to help us in solving the question above;
=> Payment for the pension = $10,000 once a year for a 10-year period.
=> Time for the first payment = ''end of 6th year from now''.
=> Type of Pension plan for immunization = " 5-year zero-coupon bond and 20-year zero coupon bond to construct the immunization position''
=> Interest rate = 10%.
Therefore, the weight on the 5-year zero-coupon bond can be calculated as follows:
Duration = (Weight × 5) + [( 1 - weight) × 20].
=> 5b + 20 - 20b = 8.7255.
=> b = 0.75163.
Therefore, the weight on the 5-year zero-coupon bond is 0.75163.
The weight on the 20- year zero-coupon bond = 1 - 0.75163= 0.2884.
