Nine individuals are sitting on the dais, from left to right, to receive an award at a local club. The awardees include at least one from each of five age groups: children, teenagers, young adults, middle-aged adults, and senior citizens. The first or the last seat is occupied by a senior citizen, who is the only individual in that age group. No two individuals from the same age group are sitting next to each other. For example, no young adult is sitting next to another young adult. There are more middle-aged adults than individuals of any other age group. There are fewer teenagers than children, young adults, or middle-aged adults. The first three individuals from the left are a young adult, a teenager, and another young adult. In the table, select the age group of the Fifth individual from the left and the age group of the Seventh individual from the left. Make only two selections, one in each column.

IMO both children- first find numbers of each- SC is given 1 also given T < C,YA < MA so only possibility - T = 1 C = YA = 2 MA = 3 SC = 1 Given YA sits at leftmost, hence SC would be right most YA - T - YA first 3 places now since 2 of same type cant sit together, 4th, 6th and 8th has to be M therefore seating- YA - T - YA - MA - C - MA - C - MA - SC

In 2-part questions, can both options from the same row be the answer ?

How is this a 605-655 level questions, there are at least 5 conditions that need to be handled while solving it?

The difficulty level of a question on the site, after sufficient attempts, is determined automatically based on various parameters collected from users' attempts via timer, such as the percentage of correct answers and the time taken to answer the question. So, this is an 605-655 Level level question based on our statistics.