Answer:
The correct answer is 63,200 kg.
Explanation:
According to the scenario, the computation of the given data are as follows:
Raw material required for production = Production in units × req. raw material per unit
= 16,000 units × 4 kg
= 64,000 kg.
Beginning inventory = (64,000 kg) × 10%
= 6,400 kg
Ending inventory = ( 14,000 × 4 kg) × 10%
= 56,000 kg × 10%
= 5,600 kg
So, we can calculate the budgeted purchases of raw materials by using following formula:
Budgeted purchases of raw materials = Raw material required for production + Ending inventory - Beginning inventory
= 64,000 kg + 5,600 kg - 6,400 kg
= 63,200 kg
It would be run a system diagnostic or restart. depending on the program
Answer:
A Mortgage
Explanation:
A mortgage is a contract between two parties borrower and lender. In this agreement a bank or any other institution issues a loan against taking an title of an asset as a collateral that will become void if the mortgage is fully paid back with interest. The asset is taken as a security of the mortgage loan. The collateral should a specific asset that can be identifiable. Actual possession may not be transferred to lender only the ownership is transferred in many cases.
In this question the bank is taking a plant as a collateral from Roundwell Inc. against a mortgage loan of $10 million.
Answer:
The Sharpe ratios for the market portfolio and portfolio A is 0.1677 and 0.2 respectively
Explanation:
The computation of the Sharpe ratio is shown below:
= (Expected Rate of Return - Risk-free rate of return) ÷ (Standard Deviation)
For Market portfolio, it would be
= (12.2% - 7%) ÷ (31%)
= 5.2% ÷ 31%
= 0.1677
For portfolio A, it would be
= (11% - 7%) ÷ (20%)
= 4% ÷ 20%
= 0.20
Simply we apply the Sharpe ratio formula in which the risk-free rate of return is deducted from the expected return and the same is divided by the Standard Deviation
Answer:
The new Quantity to be sold at $1 is 200 in the short run
Explanation:
The question is to determine the Popsicle sold each day in the short run for a price rise of $1
The formula to use for the Price elasticity of supply in short run
(New Quantity demanded - Old Quantity demanded )/ Old Quantity + New Quantity/ 2
÷
(New Price - Old Price) / (Old Price + New Price)/ 2
The formula can also be simply written as
[(Q2 – Q1)/{(Q1 + Q2)/2}] / [(P2 – P1)/{(P1 + P2)/2}]
Step 2: Solve using the formula
Old Quantity = 100
New Quantity = Q2
Old Price = 0.50
New Price = $1
Solve:
[(Q2 – 100)/{(100+ Q2)/2}] / [(1 – 0.50)/{(0.50 + 1)/2}] = 1
=100 + Q2= 3Q2-300
= 2Q2= 400
Q2= 400/2
Q2= 200
The new Quantity to be sold at $1 is 200
