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下面是2013年12月27日的SAT官方每日一题的内容,是关于数学方面的,题型是选择。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。大家和澳际小编一起来看一下这个SAT官方每日一题吧。
SAT官方每日一题之数学---选择:
Mathematics > Standard Multiple Choice
Read the following SAT test question and then click on a button to select your answer.
The histogram above shows the distribution ofblack cherry trees, by height. For example, the ltmost bar represents the black cherry trees that are at leastfeet, but less thanfeet, in height. Based on the histogram, which of the following can be the average (arithmetic mean) height of theblack cherry trees?
(A)70 feet
(B)72 feet
(C)74 feet
(D)78 feet
(E)80 feet
The correct answer is C
Explanation
The histogram does not give the recorded heights for each cherry tree, but rather the intervals in which the heights lie. Thus, to find possible values for the average (arithmetic mean) height, one can find lower and upper bounds for the average height by calculating the averages of lower and upper interval bounds of the histogram with the frequencies given. A lower bound for the average, found by using the value at the lt endpoint of the interval, isfeet, and sofeet would be an upper bound for the average height. Therore, the average height of theblack cherry trees can be betweenfeet andfeet. Of the choices given, onlyfeet can be a possible value for the average height of theblack cherry trees.
下面为大家提供一些和这些SAT官方每日一题相似的题目,供大家练习:
In the figure above, ifis a quadrilateral andis a triangle, what is the sum of the degree measures of the marked angles?
(A)
(B)
(C)
(D)
(E)
The correct answer is C
Explanation
The marked angles in the figure are angles,,, and, which are the angles of a quadrilateral, and angles,, and, which are the angles of a triangle. The sum of the degree measures of the angles of a quadrilateral is, and the sum of the degree measures of the angles of a triangle is. Therore, the sum of the degree measures of the marked angles isplus, which is.
以上就是关于2013年12月27日SAT官方每日一题中数学部分的详细内容,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。
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