The following policies would bring the economy to potential output is Decrease government spending by $10 billion.
<h3>
What is Marginal Propensity?</h3>
The "Marginal Propensity" to consume is defined as calculate quantification of money that consumers are ready to spend.
The term "Marginal propensity" to consume is term used in economics. It measures monetary value which consumer is willing to spend to buy goods and services instead of saving it.
The "Marginal Propensity" to consume tends to increase economic activities of country by keeping cash flowing and by not keeping it stagnant. It also helps in increasing trade value and quality and cost of products because it increases healthy competition among companies and in which consumers are ultimately benefitted.
Therefore , we can conclude that the correct option is C.
Learn more about Marginal propensity on:
brainly.com/question/17930875
#SPJ4
Answer:
Human resources planning is relevant to organizational productivity because it allows a company to maintain and better target the right talent for longevity. It also enables managers to better train and develop the skills needed in the workforce.
Explanation:
Human Resource planning is the foundation of a company's workforce talent. Employees are what make or break a company.
Answer:
The answer is: C)$3,000
Explanation:
The standalone selling price is the price at which the company would sell warranty separately to its customer. In this case we need to find the stand alone price of the discount option.
We first find the difference between regular price and the discount option:
$25 - $20 = $5
Then we multiply by the possibility of the discount sale happening (60%) and the total number of goods sold with the discount option.
= $5 x 60% x 1,000 fryers
= $3,000
Answer:
(a)70 years
(b)23.33 years
(c)8.75 years
Explanation:
According to the Rule of 70, for a given interest rate x, funds double in
years.
(a)For a savings account earning 1% interest per year,
The number of years it will take the fund to double=
=70 years
(b)For a U.S. Treasury bond mutual fund earning 3% interest per year.
The number of years it will take the fund to double=
=23.33 years
(c)For a stock market mutual fund earning 8% interest per year.
The number of years it will take the fund to double=
=8.75 years