Answer:
a. 11,262.88
Explanation:
In this case we are using the formula of an annuity due which is an annuity that starts payment at the beginning of the period.
This formula is
PVannuity due = C * [(1 - ( 1 + i ) ^ {-n}/ i ] * (1 + i)
C = Payments $2,500
i = Interest rate 5.5%
n = Number of payments 5
PVannuity due = 2500 * [(1 - ( 1 + 0,05 ) ^ {-5}/ 0.05 ] * (1 + 0.05)
Answer:
Explanation:
A. The effect of a permanent increase in government purchases is different from that of a temporary increase.
I case of a permanent increase, the income effect is more as compared to that of a temporary increase. This happens because in case of a permanent increase, the present value of taxes is high in order to pay for the added government purchases. Hence, labor supply increases more in case of permanent change.
B. When consumption falls by the equal amount of taxes, there will be no change in the desired national savings. As a result, there will be no shift in the savings curve. If investment is also not changed or affected, The IS curve would not shift.
C. When there is a permanent increase in government purchases and taxes, the supply of labor will increase, thus shifting the FE curve to the right. In order to restore equilibrium back in the economy, the price level must decline, shifting LM curve to the right. As a result, output increases and interest rate falls.
Answer:
Well, we would simply be reduced to a barter economy. Therefore we would have to trade items for items.
Explanation:
This is the way it is because "Barter" is The exchange (goods or services) for other goods or services without using money. So if we needed beef, we would have to give the person trading the beef something of ours. As for countries who want to trade, if one needs wool, and one needs iron, and country A has Iron and country B has wool They'd barter the two items.
Answer:
3.37 years
Explanation:
Calculation to determine what The payback period of the project is closest to
First step is to calculate the Net Cash inflow for the year
Net Cash inflow for the year =$114,000-$31,000
Net Cash inflow for the year =83,000
Now let calculate the Payback period
Using this formula
Payback period=investment/Net Cash inflow for the year
Let plug in the formula
Payback period=$280,000/83,000
Payback period=3.37 years
Therefore The payback period of the project is closest to 3.37 years
