<span>the mix of output that will maximize society's satisfaction</span>
Answer:
A company agrees to pay more to build a plant in order to be able to change the plant's inputs and/or outputs at a later date if conditions change.
Explanation:
Real option analysis
This is simply described as a form of an analysis of capital budgeting projects. It is often used by managers so as to influence the size and riskiness of a project's cash flows. And this can be done only by taking different actions or at the end of the project's life.
It uses the usual NPV capital budgeting analysis along with an analysis of opportunities as a result of manager's responses to changing circumstances that can change a project's outcome.
Examples of Real Options
1. Investment timing
2. Abandonment/shutdown
3. Flexibility
4. Growth/expansion
Flexibility Option
This type of re option simply allows operations to be changed based on how conditions change during a project's life. It is said to exists when it is useful spending money today, which therefore helps one to maintain flexibility down the line. That is, either inputs or outputs (or both) can be altered.
Answer:
a. Whataburger is not using the optimal cost-minimizaing mix of cashier and kiosks.
b. Whataburger should hire more cashier and rent fewer kiosks in order to improve its mix of inputs and minimize the cost
Explanation:
a. According to the given data we have the following:
Let "C" is a cashier.
"K" is a kiosk
MPC = 48 (Marginal Product of Cashier)
MPK = 32 (Marginal Product of Kiosk)
PC = $15 (cashier can be hired for a wage of $15)
PK = $12 (Kiosk rents for $12)
At optimal cost minimization point, (MPC / MPK) = (PC / PK)
(MPC / PC) = (MPK / PK)
(MPC / PC) = (48 / 15) = 3.2
(MPK / PK) = (32 / 12) = 2.67
Since the (MPC / PC) and (MPK / PK) is not equal. It implies Whataburger is not using the optimal cost-minimizaing mix of cashier and kiosks.
b. We have to use the following:
(MPC / PC) > (MPK / PK)
i.e., 3.2 > 2.67
It means Whataburger hire more cashier and rent fewer kiosks in order to improve its mix of inputs and minimize the cost.
Answer:
the net present value of the investment is
$15289,6
Explanation:
VPN=INVESTMENT+SUM(FT)/(1+K)>N
VPN=150000+80000/(1+10%)++75000/(1+10%)>2
VPN=-150000+72727+61983,4
VPN=15289,6
Answer:
C. Electrologist
Explanation:
They are the ones who study waxing, lazar, and threading.
