Answer with work please. I will give thumbs up

You wuck at financial fum Due to recent markets turmoil, you are asked to study the problem of finding a portfolio of arvestmeats with minimal tik You decide to model the problem wing graph where the modes represent investment opportunities and the edges represent correlation between them as in the following example: Copper Gold Barrel of oil Industrial Manufacturer Saver Mining Company US BONDS Silver Ol Drilling Company Page 1 Bank A In the above example the price of an oil barei in correlated with the stock price of an oil drilling company (so there is an edge between them) which is in hum correlated with the stock price of bunk A that backs the company etc In order to spread the risk you need to find the largest number of investments that are not correlated let's call it a diverse portfolio) For example barrel of oil, Copper and bank A) is a diverse portfolio of size 3 You notice that this problem is very similar to the CLIQUE problem. One anks for set of nodes that are not connected and the other ask for a set of nodes such that they are all connected Consides the following graph Cucle the modes that represent the largest claque in G Draw the complement graph G the complement aph G has the same nodes as G but if2 codes are connected in then they would not be connected in and if they are not connected then they would be connected in G Circle the nodes that represent the largest diverse portfolio in G What do you notice