The following policies would bring the economy to potential output is Decrease government spending by $10 billion.
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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.
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Answer:
I think
hand-eye coordination and
customer service
Answer:
An increase in the unit (per pill) contribution margin.
Explanation:
Breakeven point is defined as the level of sales where total cost is equal to total revenue.
The formula is given as
Breakeven= Fixed cost ÷ (Sales revenue -Variable cost)
Note the Sales revenue less variable cost is the contributing margin.
Breakeven= Fixed cost ÷ Contributing margin
To reduce breakeven we must either reduce the numerator or increase the denominator.
In this case an increase in contributing margin will result in a decrease in breakeven amount of the company.
Answer:
the Digby Corporation's total liabilities is $156.92 million
Explanation:
The computation of the total liabilities is given below:
Total Liabilities is
= Total Asset - (Total Common Stock + Retained Earnings)
= $210.761 - ($6.350 + $47.491)
= $210.761 - $6.350 - $47.491
= $156.92 million
Hence, the Digby Corporation's total liabilities is $156.92 million
The same should be relevant
Answer:
c) is the same along both curves.
Explanation:
Two straight-line PPFs have the same vertical intercept, but curve I is flatter than curve II. The opportunity cost of producing the good on the horizontal axis is the same along both curves.