Answer: To carefully consider choices over the period of time before jumping onto any conclusion and making a decision.
Explanation:
Here, in this particular case Mara should carefully take into consideration the choices provided before straightaway jumping onto a conclusion and thus finalizing about it.
Instead of taking choices of the organization as the discrete event. i.e. pondering onto it as a yes/no decision, Mara should take into consideration that the choices made by the organization tends to constitute the strategic method which unveils over a period of time.
Answer:
The equivalent units of of materials in September = 62,400 units
Explanation:
<em>Equivalent units are useful to apportion cost between work in progress and completed units. They are notional whole units which represent incomplete work</em>
Equivalent Units = Degree of work completed (%) × inventory units
Items units workings Equivalent units
Completed unit 58,500 58,500× 100% = 58,500
Closing WIP 6,500 6,500 × 3/5 = <u>3,900</u>
Total equivalent units of materials <u>62,400.</u>
The equivalent units of of materials in September = 62,400 units
What is the question you are asking
Answer:
Paul is not maximizing his utility because MUd/Pd is greater than MUb/Pb
Explanation:
Marginal utility is the extra satisfaction derived from spending an additional unit of money on consuming a particular product or service.
In order to determine if he is maximizing his utility, we must calculate his utility per dollar, and this is done by dividing his Marginal Utility by the price.
Marginal Utility per dollar of DVDs is:
MUd/Pd = 23/11 = 2.09
Marginal Utility per dollar of books is:
MUb/Pb = 5/3 = 1.67
Utility is maximized when MUd/Pd is equal to MUb/Pb and Paul has exhausted his budget.
$23,021,820.82 is the
correct answer. It is the present value of the future maturity value and the
$875,000 interest payments, discounted at 4.5%.
First calculate the
amount of each interest payment = 25000000*7%/2 = 875000<span>
<span>Calculate periodic market interest rate = 9%/2 = 4.5%</span></span>