Answer:
The total cost of producing 3,000 axles is $255,000
Explanation:
The computation of the total cost is shown below:
= Total per unit manufacturing costs × total number of axles produced
= $85 × 3,000 axles
= $255,000
The total manufacturing includes all costs such as Direct materials, direct manufacturing labor, Variable manufacturing overhead and, Fixed manufacturing overhead.
An innocent person may likely tell reasons which he believed would be correct. But these reasons cannot be as closely as possible with the situation because the person is innocent and without any understanding of homicide but only have ideas based on read materials or documentaries on television.
In the economy of Wrexington in 2008, consumption was $1000, exports were $100, government purchases were $450, imports were $150, and investment was $350, then
⇒$1750, was Wrexington's GDP in 2008
(add all, subtract 150 which is the imports)
GDP = personal consumption + gross investment + government consumption + net exports of goods and services
Personal Consumption
Gross Investment
Government Consumption
Exports
Imports
GNP = employee compensation + proprietors' income + rental income + corporate profits + interest income
GDP = GNP + indirect business taxes + depreciation + net income of foreigners*
Hence, option A is correct.
To learn more about GDP here
brainly.com/question/15682765
#SPJ4
Answer:
AOLC_{Allan}=$2750
AOLC_{Kara}=$2475
AOLC_{Allan}=$1000
AOLC_{Kara}=$780
Explanation:
American Opportunity Learning credit.
First, assuming Allan and Kara are eligible, we must know how the two forms of credit work. For the American Opportunity Learning credit (AOLC), it is possible to receive 100% of the tax deduction for the first 2000 and then 25% of the deduction up to a maximum of 2500. So, the amount of the opportunity credit for Allan and Kara is given by:


Now, for the American Lifetime Learning credit (ALLC), we have to allow 20% deduction of taxes up to $2000 if the person meets the requirement of not earning more than 68000, then:


Answer:
The optimal number of pizza that Judith should order is 184.
Explanation:
Judith is introducing pizza in the cafeteria menu.
She is expecting a weekly demand of 10 pizzas.
The cafeteria is open 45 weeks a year.
The ordering cost of pizza for Judith is $15 and the holding cost is $0.40.
The annual demand for pizza
= 
= 450
The optimal number of pizza will be the economic order quantity.
Economic order quantity can be defined as the optimal order quantity that a company should make to minimize its total cost of inventory.
Economic order quantity
= 
= 
= 
= 183.71
So the optimal number of pizza that Judith should order is 184.