Answer: Option (B) is correct.
Explanation:
Public saving refers to the tax revenue amount that a government left with after paying for its expenditure or spending.
Public saving = Tax revenue - Spending
Private saving refers to the after tax income of the individuals after paying for their consumption and taxes.
Suppose there is a government budget deficit, in this situation government's expenditure is greater than government's receipts. This means that tax revenue is not enough to pay out its expenditure.
Therefore, this will lead to negative public savings.
Answer:
The answer is D. The change in quantity demanded of a good that results from a change in price, making the good more or less expensive relative to other goods, holding constant the effect of the price change on consumer purchasing power
Explanation:
Substitution effect is a concept in which, as the price of a good or service increases, less of the good or service is substituted for other less expensive.
For example, if the price of Pepsi were to rise, the substitution effect would cause the consumer to buy less of it and substitute more coca-cola for now relatively more expensive Pepsi.
Option A. is wrong because we are talking about the quantity demanded and not just demand. (Please take note).
In accounting, the inventory is always done annually so inventory must always be accounted for at the year end. In order to address issues such as customer theft or spoilage, you have to minus (it's market value) from the beginning inventory.
Answer:
B
Explanation:
ROI = Operating income / Operating assets
ROI for proejct A=$90,000/$800,000=11.25%
ROI for Project B=$20,000/$100,000=20% ROI for Project C=$25,000/$300,000=8.33% ROI for Project D=$60,000/$400,000=15%
If ROI is 16%, project B should be chosen because the ROI is greater than 16%
I hope my answer helps you
Answer:
$1,839.45
Explanation:
PV = P * [1-(1+r)^-n / r]
n = 30*12=360 months, r = 6.37%/12 = 0.5308% (monthly)
295,000 = P*[1 - (1+0.005308)^-360 / 0.005308}
295,000 = P * $160.3739
P = $295,000 / $160.3739
P = $1,839.45
So, the monthly mortgage payments is $1,839.45.
