then at most 64 people are less than 35000, do you agree if 1 is true?
OK if 64 people have income <35000, do you still think the median is 35000. Apparently not, the median would be <35000 since the 64th position is occupied by a number <35000. This result definitely contradicts with the premise of the question in which the median is 35000. Hence 1 is not true.
then at most 64 people are less than 35000, do you agree if 1 is true?
OK if 64 people have income <35000, do you still think the median is 35000. Apparently not, the median would be <35000 since the 64th position is occupied by a number <35000. This result definitely contradicts with the premise of the question in which the median is 35000. Hence 1 is not true.
think about statement 1: "at least 5 people are above 1 feet" and then statement 2: " at least 3 people are above 1 feet"
well, do you think statement 1 is equal to statement 2. In 1, must >=5 In 2, must >=3. But 3,4 is true in 2 and false in 1. 1)at least 63 人大于或等于35000 可以不可以想成 最多有64人小于35000呢 如果有63人小于35000, 那的确median is 35000 median is at the 64th position, you agree? If 64 incomes are below 35000, then can we conclude that the 64th income is <35000?. If this is the case, then it contradicts with the question, you agree? So that is why I think 1 is wrong.
Approach to solve this question: conditions of the question must be satisfied. So your choice must ensure that the conditions of the questions (127 people,median income =35000) are satisfied. If not, then your choice is not right.