2006 年

數學 · 共 54 題 · 點擊選項即時核對答案

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31.

If the points (0,0)(0,0), (2,0)(2,0) and (1,b)(1,b) are the vertices of an equilateral triangle, then b=b=

32.

Which of the following could be the probability of an event?

33.

Two fair dice are thrown. Find the probability that the sum of the two numbers thrown is a prime number.

34.

{x−6, x−3, x+4, x+5}\{x-6,\ x-3,\ x+4,\ x+5\} and {x−8, x−1, x+2, x+9}\{x-8,\ x-1,\ x+2,\ x+9\} are two groups of numbers. Which of the following is/are true? I. The two groups of numbers have the same mean. II. The two groups of numbers have the same median. III. The two groups of numbers have the same range.

35.

The box-and-whisker diagram below shows the distribution of the weights (in kg) of some students. Find the inter-quartile range of their weights.

Question figure
36.

The scatter diagram below shows the relation between xx and yy. Which of the following may represent the relation between xx and yy ?

Question figure
37.

The figure shows the graph of y=4xy=4^x. The coordinates of PP are

Question figure
38.

Let aa and bb be positive numbers. If log⁡a10=2log⁡b\log\dfrac{a}{10}=2\log b, then a=a=

39.

Convert the decimal number 213+24+32^{13}+2^4+3 to a binary number.

40.

Let kk be a non-zero constant. When x3+kx2+2kx+3kx^3+kx^2+2kx+3k is divided by x+kx+k, the remainder is kk. Find kk.

數學 2006 年 DSE、CE 選擇題(第 4 頁) | dselib