Answer: Automatic stabilizers
Explanation:
The automatic stabilizers are one of the type of fiscal policy that which are design for the economical fluctuation. It is mainly authorized by the government and also by the policy makers.
The automatic stabilizer is also known as the economical policy and the activity is done without any government intervention. In this system, the income and taxes are get decreased or increased in the business cycle.
Therefore, Automatic stabilizers is the correct answer.
Answer:
Net worth = $169,900
Explanation:
Patricia's net worth is the difference between her assets and liabilities. It is an important measure to guage the financial health of an individual or business.
Total assets= 4,600+ 134,000+ 58,000+ 74,000
Total assets= $270,600
Total liabilities= 6,700+ 94,000
Total liabilities= $100,700
Therefore Net worth= 270,600- 100,700
Net worth = $169,900
Assisant regional manager is like the next step down from regional manager,An assistant regional manager is what Dwight shrute wants to be.An assistant to the regional manger is what Dwight Shrute really is.Does that make sense?
Solution:
Given :
Location game with 9 possible
and other than the players who are moving simultaneously and also independently, but they move in a sequential manner.
Vendor 1 selects a location.
After observing decision of vendor 1, vendor 2 chooses where to locate.
Using backward induction the game is solved as below :
--
will be a Nash equilibrium.
-- Presently
(vendor 1) picks first then he will likewise get the chance to pick last as this another move amusement.
-- In the end of the game, vendor 1 will have claimed five regions and candidate 2 (vendor 2) will have claimed four regions.
-- So vendor 2 will keep this in mind and apply backward induction and choose the best regions early on the game.
-- Vendor 2 will keep in mind that vendor 1 will choose last and will ensure that his choices take up the best locations first.
--- This will be his ideal technique for each activity of vendor 1.
Hence this is the Nash equilibrium.