Answer:
Please consider the explanation below
Explanation:
a.Optimal order quantity per order = √2CO / I
= √[2*1500Units*625 ]/ (130)
=√1875000/130
=120 units per order
b.Minimum total annual inventory costs
Annually orders = 1500 / 120
= 12.5 times
Ordering cost = 12.5*625 = $7812
carrying cost = 120 units *$130 = $15600
Total annual inventory cost = $23412
c.The number of orders per year
= Annual denand / Optimum oder
= 15000 U / 120
= 12.5 times
• d.The time between orders (in working days)
= 364 / 12.5 (considered one leave)
= 29.12 days
=29 days
Answer: A concept known as Present Value of Growth Opportunities (PVGO) offers analysts a distinct method of appraisal. Given current stock values...
Explanation: Where is PVGO located?
PVGO is the value of a stock minus the earnings-to-cost ratio.
This strategy is predicated on the idea that businesses need to distribute profits to shareholders in the absence of a better use for them, such as investing in projects with a positive Net Present Value (NPV).
What is a stock's PVGO?
The portion of a company's share price that reflects forecasts for future profits growth is known as PVGO. The abbreviation "PVGO" stands for "present value of growth opportunities."
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Answer:
Calculating volumes by water displacement is always more accurate than using mathematical formulas when the objects have irregular shapes or it is difficult to measure them exactly. The only thing that you must keep in mind is measuring the water displacements properly. One ml of water equals 1 cm³, so if the water level increased by 5 ml, then the object's volume is 5 cm³.
Answer:
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For the answer to the question above,
we must use this formula,
(New - Old)/ (Ave. of New and Old)
In this case,
501k -500k/(500,500(which is the ave. of the two.
Then it would be 1k/500,500
Then the answer would be .0020
Then
-1.439.5/439.5 because this is the average of the two.
so the answer would be .0023
Then finally divide the rate on change of quantity by the rate of change in price which is
0.002/-0.0023
Then the answer would be -.87
So the elasticity on the demand of model T is .87 ( remove the negative because elasticity is always positive.)
