Will get brainiest greece is currently experiencing a financial crisis. a. research the financial crisis in greece and summarize it in one-two paragraphs. b. you are in charge. by what percentage will you tell greece to cut their spending? what is the decay factor? c. write a function modeling this debt situation if the initial debt in 2009 was $500 billion and using the decay factor found in (b). let y be measured in billions of dollar and x represent the number of years since 2009. d. when will greece be debt-free if you are in charge? should you reconsider your answer to (b)?

A) Greece financial problem started when each of their governments kept increasing the amount of each country’s payroll. When this happened they stopped giving people government jobs. They started to give the people who were already working for the government raises. Including that they did not have good practices in recovering the taxes. This caused Greece to have a hard time keeping their money growing at a steady pace. 
One this started they began to borrow money from other countries. The other countries that lent the money did not ask any questions because as long as Greece had a low budget or debt under 3 percent they could loan the money. Greece was not telling the truth when they reported out their financial numbers which they said was 3.4 percent. 
Finally when they got a new government they saw that the reports were all lies and that the real debt was over 15 percent. With the other problems in other countries with investment banks going bankrupt and the bad economy in 2008 this started the people who lent money to Greece to become stricter on their rules when loaning money. When the costs went up Greece could no longer repay its debt without trying to get other loans to cover it. A group fo European countries and International Monetary Fund tried to help out Greece. They received money but they were told they had to have a strict spending and ways to lower wages. Even though they got the help its estimated that they may not reach a stable economy until 2020 or later. 
b)b= 0.965
c)y= 500⋅(0.965)x  
d)y=$465.6125 billion*** 

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