Base on the given situation above, if there is a presence of
stricter quota such as with the 30,000 tons of apricots to be provided and was
imposed on a market, it is expected that quantity demand and the imports in the
market to decrease even if the domestic quantity and price that has been
provided will increase.
Answer:
correct option is a. $36,000
Explanation:
given data
labor cost = $360,000
move material per year = 600,000 pounds
to find out
material handling cost
solution
we find here first Labor Cost per pound of material that is express as
Labor Cost per pound of material = Labor Cost ÷ Number of Pounds of material .......................1
Labor Cost per pound of material = ![\frac{360000}{600000}](https://tex.z-dn.net/?f=%5Cfrac%7B360000%7D%7B600000%7D)
Labor Cost per pound of material = $ .6 per pound of material
=360000/600000= $0.6 per pound of material
so we can say that 60000 pounds are moved in March so cost will be
60000 pounds are move cost = 60000 × $0.6
60000 pounds are move cost = $36000
so correct option is a. $36,000
Answer:
-1.0 million
Explanation:
the debt issued in the second year is equal to the sum of the excess of revenues over outlays
in year 1, debt = $1.0 million - $1.5 million = $-0.5 million
In year 2, debt = $1.5 million - $2.0 million = $-0.5 million
$-0.5 million + $-0.5 million = -1.0 million
Answer:
Jorge is not risk-averse
Explanation:
Risk averse means to reluctant to take risk
Since theres a 80% chance that Jorge will get laid off and end up with a job that will pay him $10000 less is very risky instead where he'll earn $30000 where the chance is 20% that he'll get the job.
Answer:
≈ 9644 quantity of card
Explanation:
given data:
n = 4 regions/areas
mean demand = 2300
standard deviation = 200
cost of card (c) = $0.5
selling price (p) = $3.75
salvage value of card ( v ) = $ 0
The optimal production quantity for the card can be calculated using this formula below
= <em>u</em> + z (0.8667 ) * б
= 9200 + 1.110926 * 400
≈ 9644 quantity of card
First we have to find <em>u</em>
u = n * mean demand
= 4 * 2300 = 9200
next we find the value of Z
Z = (
)
= ( 3.75 - 0.5 ) / 3.75 = 0.8667
Z( 0.8667 ) = 1.110926 ( using excel formula : NORMSINV (0.8667 )
next we find б
б = 200
= 400