Answer:
The answer is: E) It would not necessarily be considered high elsewhere
Explanation:
Usually the inflation rate in the US and Europe is around 1-3%. In the early 1980's the US inflation rate was above 10% so it was considered huge. But if you consider it against inflation rates in other countries, like Argentina for example, which currently has an annual inflation rate of over 60% then it wasn't that big. During the 1980's many countries suffered from hyperinflation, with monthly inflation rates of over 50%.
So the high inflation rate in the US and Europe wasn't necessarily high for other countries.
Answer:
PED= 0.1571
Explanation:
The price elasticity of demand (PED) indicates how the quantity demanded change when the price changes. Is defined by this equation:
Price Elasticity of Demand = Percentage change in Q/ Percentage change in P
In this case, the problem is giving percentage changes in Q but we must calculate the percentage change in price:
%Change in price = ( p2-p1/p1)*100= ($4.09-$2.96)/$2.96= 0.3817*100=38.17%
%Change in quantity is= -6%
PED= -6%/38.17%
In absolute value:
PED= 0.1571
If the PED is less than 1 then gasoline is considered as inelastic.
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Answer:
$1905
Explanation:
Here we will have to calculate Economic Order Quantity to lower the ordering ordering and holding cost as much as we can. So here we will use the following formula to calculate the best number of units that we should order, which is as under:
Economic Order Quantity = SquareRoot (2 * Annual Demand * ordering cost per order / Holding cost per unit per year)
Here
Annual Demand = 900kg of palm oil per day * 52 weeks * 5 day a week / 7
Annual Demand = 900 * 52 * 5 / 7 = 33,429
And
Ordering cost per order = $57 per order
Annual holding cost per unit per year is 20% of $5.25 per kg which is $1.05.
So by putting values, we have:
Economic Order Quantity = Square Root (2 * 33,429 * 57 / 1.05)
Economic Order Quantity = 1905 kgs
Answer:
a. Zero
b. $200 million
c. $2 million
Explanation:
a. The investor invest regular in portfolio with the positive alpha until the portfolio size has driven alpha to zero.
b. Davita return 2% of $100 million = $2 million
1% fee \times X million total under management.
Than, X = $200 million
c. $200 million \times 1% fee given = $2 million