George is utilizing competitive intelligence. This is a
strategy in which the individual made use of gathering, defining and as well as
analyzing their customers, competitors or products by means of helping improve
his or her own business and to make strategic decisions that would be best for
one’s business or company.
Answer:
$140
Explanation:
Calculation for What is the least amount the government can spend to overcome the $350 billion gap
First step is to find the Multiplier using this formula
Multiplier=1(1-Marginal propensity)
Let plug in the formula
Multiplier=1/(1-0.6)
Multiplier=1/0.4
Multiplier=2.5
Now let calculate the least amount the government can spend using this formula
Least amount=Gap/Multiplier
Let plug in the formula
Least amount=$350 billion /2.5
Least amount=$140
Therefore the least amount the government can spend to overcome the $350 billion gap is $140
Answer: Varies directly with nominal Gross Domestic Product (GDP).
Explanation:
The Transactions Demand for money refers to money that is kept by individuals, companies and even the Government to be able to purchase goods and services.
It varies directly with Nominal GDP because Nominal GDP includes inflation.
If Nominal GDP were to rise for instance, it would mean that Inflation has risen as well which means that people would need more money to be able to buy the now more expensive goods and services. This is an increase in Transactions Demand for money.
The reverse holds true signifying indeed that Transactions Demand for money varies with Nominal GDP.
Answer:
Using Traditional allocation method
Allocation rate per unit
=<u> Budgeted overhead</u>
Budgeted direct labour hours
Brass
Overhead allocation rate
= <u>$47,500</u>
700 hours
= $67.86 per direct labour hour
Gold
= <u>$47,500</u>
1,200 hours
= $39.58 per direct labour hour
Using activity-based costing
Brass
Allocation rate for material cost pool
= <u>$12,500</u>
400
= $31.25 per material moved
Gold
Allocation rate for material cost pool
= <u>$12,500</u>
100
= $125 per material moved
Brass
Allocation rate for machine set-up pool
= <u>$35,000</u>
400
= $87.50
Gold
Allocation rate for machine set-up pool
= <u>$35,000</u>
600
= $58.33
Explanation:
Using traditional allocation method, the overheads for material cost pool and machine set-up pool will be added. The overhead allocation rate per unit is the division of total overhead by the direct labour hours for each product.
Using activity-based costing, the material cost pool overhead will be divided by the material moved for each product in order to obtain allocation rate for each product.
The allocation rate for machine set-up pool is obtained by dividing the machine set-up overhead by the number of machine set-up for each product.
