U.S. investors. these securities are created to facilitate foreign funding in U.S. companies. those securities are created to attract a U.S. investor base.
Foreign Direct funding (FDI) is a monetary time period used to explain when corporations from abroad (“international groups”) build facilities, buy equipment, lease people and create products and services in the U.S.A.
Foreign direct funding (FDI) is when an investor becomes a full-size or lasting investor in a commercial enterprise or company in another country, which may be a lift to the worldwide financial system.
Learn more about foreign investment in U.S. companies here
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Answer:
The correct answer is 16 utils.
Explanation:
Amount spent by Rick to get utility of 8 = $6*2 + $3 * 4 = $24
$48/ $24 = 2
$48 will give Rick 2 sets of products combination that give him utility of 8.
At his utility-maximizing point, Rick's utility is 2* 8 = 16 utils.
Answer:
Kanban container size = 73
Number of kanbans needed = 5
Explanation:
Kanban container size (Q):
Q = SQRT [(2 x D x S) / H x (1 - d/p)]
where,
D = Annual demand
S = Setup cost
H = Holding cost
d = Daily usage
p = Daily production
Putting the given values in the above formula,
CONTAINER SIZE = SQRT ((2 * ANNUAL DEMAND * SETUP COST) / (HOLDING COST * (1 - (DAILY USAGE / DAILY PRODUCTION))))
Q = SQRT [(2 x 4,000 x $30) / $125 x (1 - 16/25)]
Kanbans container size = 73 units (Rounding off to the nearest whole number)
NUMBER OF KANBANS = DEMAND DURING LEAD TIME + SAFETY STOCK / SIZE OF CONTAINER
K = ((16 * 16) + (4 * 25) / 73 = 5
Answer: Mutually exclusive
Explanation:
In probability theory and logic, two propositions or events are disjoint or mutually exclusive if both events cannot occur at the same time. An example is the outcomes derived from the single toss of a coin which either be head or tail
In the project example given, the theory used is called mutually exclusive since both projects can not be chosen at the same time and it is only one project at w time. Mutually exclusive events are also called independent events since they have no effect on the viability of the other options.
