Tax multiplier amount = -9.00.Real GDP changed or increased by $9 billion. Less than $1 billion in spending would be required by the government. The explanation is that the tax multiplier's absolute value is bigger than the expenditure multiplier's absolute value, which is 10.
MPC = 1 - 0.90 = 0.10 MPS = Marginal Propensity to Save = 1 MPC = 1 - 0.90 = 0.10
As a result, we have:
The tax multiplier is equal to MPC / MPS, which is 0.90 / 0.10, or -9.00.Reduced tax X=-$1 billion
Tax multiplier equals -9.00.
Amount of change or growth in real GDP equals a decrease in taxes, multiplied by a -$1 tax multiplier.Multiplier for expenses = 1/ MPS = 1/ 0.10 = 10Real GDP growth is equal to the change in government spending multiplied by the expenditure multiplier (1). Solve for by substituting the appropriate values into equation (1). Government spending has changed.We possess.Change in government spending of $9 billion $9 billion / 10 = $0.90 billion in changes to government spending in one year.Given that the expenditure multiplier produced a change in government spending of $0.90 billion, this suggests that less than $1 billion in expenditures would be required.
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Answer:
because as prices rise, the purchasing power of each dollar earned falls, and consumers are willing and able to buy less of a good
Explanation:
"The answer is $106".
After tax cost of debt 6%
Dep per year 1600
Tax sav from dep 640
cost of owning 0 1
interest -480
tax saving 192
maintence -240
maintenece saving 96
Depn tax saving 640
loan repay
net cash cost 208
PV cost of owning (6%) -3474
cost of leasing
lease payment -2100
Tax savings from lease 840
net cash cost -1260
PV cost lease 6% -3368
PV cost own - Pv cost lease 106
Answer:
Option (c) is correct.
Explanation:
Law of demand states that the price of the commodity and the quantity demanded of that commodity are negatively related to each other. This means that as the price of the commodity falls then as a result the quantity demanded for that commodity increases.
Therefore, the consumer will buy more sticks when the price of sticks falls from $2 to $1.
