Answer: Min 5KS+6ND+8WA
Explanation:
For the objective function to be formulated, we have to minimize the cost. For this to be done, the capacity constraint which is given in the question as 22000 ton/year has to be satisfied.
For this question, the objective function will be to minimize 5KS + 6ND + 8WA. It should be noted that KS, ND and WA in this context are binary variables where 0 represents non-selected farm and 1 represents selected farm.
Answer: Option B
Explanation: The correct answer is raising the minimum wage paid to workers. Standard of living can be defined as the degree of comfort and luxury provided to every individual in a specified area. The standard of living involves every individual in the country thus the investment should be made on the sector which effect every individual. Raising the minimum wage would only increase the standard of living of poor and not every section of the society.
Answer:
Net cash provided by financing activities $1,195,000
Explanation:
The computation of the net cash provided by financing activities are as follows:
Cash flows from financing activities
Issue bonds $2,090,000
Issue preferred stock $795,000
Less: Purchase of treasury stock -$1,180,000
Less: Dividend paid to preferred stockholders -$510,000
Net cash provided by financing activities $1,195,000
Answer:
The correct answer is letter "A": Account A.
Explanation:
Compound interest is the interest an investor earns on the original investment plus all the interest earned on the interest that has accumulated over time. It is also called <em>interested on interested</em>. The frequency of compounding could be scheduled from daily to annually. The more frequent the compound interest is set, the most beneficial it is for the investor.
In that sense, account A will provide Julian with the highest annual return since it gives him a compound interest on a monthly basis v. annually with account B.
Answer: $7,716.76
Explanation:
Ian's friend will have to pay a specific annual payment per year so this is an annuity.
The $25,000 is the present value of the payments.
25,000 = Annuity * Present Value interest factor of Annuity, 9%, 4 years
25,000 = Annuity * 3.2397
Annuity = 25,000/3.2397
= $7,716.76
