Charlotte owns two entertainment websites. Here are some details about those websites for one entire month:Website AWebsite BNumber of writers555111111Number of posts posted110110110200200200Average number of words of post100100100170170170Average likes per post350035003500350035003500Average comments per post500500500450450450Number of new subscribers90009000900020{,}00020,0 0020, comma, 000Revenue\$30{,}000$30,000dollar sign, 30, comma, 000\$75{,}000$75,000dollar sign, 75, comma, 000Expenses\$20{,}000$20,000dollar sign, 20, comma, 000\$47{,}000$47,000dollar sign, 47, comma, 000Profit (Revenue-−minusExpenses)\$10{,}000$ 10,000dollar sign, 10, comma, 000\$28{,}000$28,000dollar sign, 28, comma, 000Charlotte wants to know which website has more user engagement per a single dollar expense.1) Charlotte thought of two different ways to define this quantity. Identify these two definitions among the following options. Choose 2 answers:Choose 2 answers:(Choice A)ATotal number of likes divided by total number of comments(Choice B)BTotal number of comments divided by the expenses(Choice C)CTotal number of comments(Choice D)DTotal number of likes divided by the expenses2) Determine which website has more user engagement per a single dollar expense according to the two definitions. Did you get the same result for both definitions?Choose 1 Choose 1 (Choice A)AYes. According to both definitions, website A has more user engagement per a single dollar expense.(Choice B)BYes. According to both definitions, website B has more user engagement per a single dollar expense.(Choice C)CNo. The definitions have opposite results.