I hate this question i have it in a class and idk what to say like bruh
During the process of operational planning, management must compare market demand with Capacity.
Capacity refers to the company's ability to fulfill the amount of demand that exist for the products. If a company has a lot of orders without the ability to fulfill it, they will not be able to rake in the profit from the market.
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.
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Answer:
Explanation:
1. 28/11 Debit: Bank. $4,500
Credit: deferred Rev $4,500
Being advance pmt for services
2. 01/12 Debit: advert exp $900
Debit: Ad Prepaym. $1,800
Credit: Bank. $2,700
Being payment for advert
3. 31/12 Debit: Salary payable$8000
Credit: Salary Exp. $8000
Being Accrued salaries
4 31/08 Debit: Bank. $70,000
Credit: Loan A/c. $70,000
Being bank loan borrowed
5. 31/12 Debit: into on loan $2,100
Credit: Bank. $2,100
Being accrued interest on loan borrowed.
Answer:
$6673
$14,533.50
$421,256.38
$234,243.36
Explanation:
The formula for determining future value is :
The formula for calculating future value:
FV = P (1 + r)^n
FV = Future value
P = Present value
R = interest rate
N = number of years
$1,800 x (1.14)^10 = $6673
$7,852 x (1.08)^8 = $14,533.50
$67,355 x (1.13)^15 = $421,256.38
$174,796 x (1.05)^6 = $234,243.36