Answer:
$22.2 billion
Explanation:
Calculation to determine How much would they report as LIFO cost of goods sold
Cost of goods sold=$22 billion + ($0.8 billion $0.6 billion)
Cost of goods sold=$22 billion + $0.2 billion
Cost of goods sold= $22.2 billion
Therefore How much would they report as LIFO cost of goods sold would be $22.2 billion
Answer:
b) households will save more because they will expect higher taxes in the future
Explanation:
The Ricardian Equivalence proposition is one of the pillars of classical economics, which sadly has proven to not work very well in the real world. According to classical economists, and their quantity theory of money plus the Ricardian Equivalence, recessions do not exist because it is impossible for them to exist. But in the real world, that is not true. Recessions exist, e.g. the US is in a recession since the first quarter of 2020 (even before the current health crisis). When real people lose their jobs or are afraid to lose their jobs, their spending habits change.
On the other hand, when real people get a tax refund or tax cut, they generally spend it, they will not save it to pay future taxes. That is why car sales increase during February after checks form the IRS are handed out.
Theoretically, classical economics is great. The problem is that we are human beings, and as such, our behavior cannot be controlled or determined by what we should or should not do. This is exactly why the velocity of money (quantitative theory of money) is not constant.
Answer:
Their combined future value will be 8,141.59.
Explanation:
Each deposit is invested at 12%, but for a different amount of years. So, the best thing would be to separate the three, calculate their value at the end of the third year for separated, and then obtain the grand total by adding up the results.
- First deposit = 1,200. It is invested for three years. The value at the end of year 3 is 1,200*(1.12)^3 = 1,685.91
- Second deposit = 2,200. It is invested for two years. The value at the end of year 3 is 2,200*(1.12)^2 = 2,759.68
- Third deposit = 3,300. It is invested for one years. The value at the end of year 3 is 3,300*(1.12) = 3,696.00
- The sum of the three deposits is 8,141.59.
