Number & Percentages are two different things.
Percentages are actually numbers expressed on the scale of 100.
In various problems, they use number and percentages interchangeably to create a
RIGHT or
WRONG solution.
20% 100 < 5%1000 [20 < 50]
Fast-food restaurants make up
45 percent of all restaurants in Cantaria. Customers at these restaurants tend to be young; in fact, studies have shown that the older people get, the less likely they are to eat in fast-food restaurants. Since the average age of the Canatrian population is gradually rising and will continue to do so, the number of fast-food restaurants is likely to decrease.
The argument is saying that since the average age is gradually rising that means that the %age of older people is increasing and the percentage of young people is decreasing from
45%. Therefore the number of fast foods restaurant is likely to decrease.
Which of the following, if true, most seriously weakens the argument?
The existence or Presence or Survival of Fast Food restaurants depends on upon a minimum number of people who belong to the young age, but as the argument says that this %age is decreasing, therefore a lesser number of Young people.
CURRENT STATUS = 45% OF CURRENT TOTAL POPULATION = CERTAIN CURRENT NUMBER
But, The percentage in red is decreasing? Then how can we maintain the same number of young people?
As we discussed above with sample space - 20% 100 < 5%1000
(45-X)% OF FUTURE TOTAL POPULATION ≥ 45% OF CURRENT TOTAL POPULATION
Where,
FUTURE TOTAL POPULATION > CURRENT TOTAL POPULATION - This is what option D says.