SAT官方每日一题是collegeboard每天都会发布的题目，关于SAT考试的三个部分的各个题型。下面我们就一起来看一下2015年5月4日SAT官方每日一题吧。
Read the following SAT test question and then click on a button to select your answer.
If the graph of the function function f in the xy -plane contains the points (0, -9), (1, -4) , and (3, 0) , which of the following CANNOT be true?
(A) The graph of f has a maximum value.
(B) y ≤0 for all points (x, y) on the graph of f .
(C) The graph of f is symmetric with respect to a line.
(D) The graph of f is a line.
(E) The graph of f is a parabola.
The correct answer is D
Explanation
If the graph of the function f , which contains the points (0, -9), (1, -4), and (3, 0) , were a line, then the slope of the segment connecting the points (0, -9) and (1, -4) would be the same as the slope of the segment connecting the points (1, -4) and (3, 0) . However, the slope of the segment connecting the points (0, -9) and (1, -4) is 5 , and the slope of the segment connecting the points (1, -4) and (3, 0) is 2 . Therefore, the graph of f cannot be a line.
The statements in the other four options could be true. For example, if the equation of f were y =- (x-3) 2 , then the graph of f would contain the points (0, -9), (1, -4), and (3, 0) . The graph of f would be a parabola symmetric with respect to the line with equation x = 3 . The maximum value of f would occur at the point (3, 0) , and y ≤0 would be true for all points (x, y) on the graph of f .
以上就是关于2015年5月4日SAT官方每日一题中数学选择的详细内容，包括了题目和选项以及答案，后面附有一道相关的练习题。大家可以在备考SAT的过程中关注SAT每日一题的内容，这样就可以更好有不间断的练习，也就能在日积月累的过程中得到提高。
您还可能关注：
