2. 外语
  3. Mathematical ability and musical ability are closely connected. My book "Late-Talking Children" drove the point 【C1】______. Thre

Mathematical ability and musical ability are closely connected. My book "Late-Talking Children" drove the point 【C1】______. Thre

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问题     Mathematical ability and musical ability are closely connected. My book "Late-Talking Children" drove the point 【C1】______. Three quarters of the bright 【C2】______ speech-delayed children in the group I studied had a close relative who was an engineer or mathematician—and four fifths had a close relative who played a musical【C3】______. The children themselves usually【C4】______ readily to math and other【C5】______subjects—and to music.
    Black and white children in this group show the same patterns.【C6】______, looking at the larger world around us, it is clear that blacks have been【C7】______in the development of American popular music and greatly underrepresented in such fields as mathematics and engineering. If the abilities required in analytical fields and in music are so closely related, how can there be this great【C8】______? One reason is that the development of mathematical and other such abilities requires years of formal schooling,【C9】______ certain musical talents can be developed with little formal training,【C10】______has happened with many well-known black musicians.
    It is in those kinds of music where one can acquire great skill without formal training【C11】______ blacks have excelled—popular music【C12】______ classical music. This is understandable, 【C13】______ that most blacks have not had either the money【C14】______ the leisure for formal study. Blacks have also played a large role in the development of jazz. A long string of names comes 【C15】______mind—Duck Ellington, Scott Joplin, W. C. Handy, and so on.
    None of this【C16】______ any special innate ability of blacks in music. On the contrary, it is perfectly【C17】______ with blacks having no more such talent than anyone else, but being【C18】______ to being able to express such ability in more narrow channels【C19】______ others who have had the money, the time and the formal education to spread out over a wider range of music,【C20】______ into mathematics and engineering.
【C5】
选项 A、calculating
B、recreational
C、subjective
D、analytical
答案D
解析 形容词辨析题。由逻辑可知，数学和工程学都是分析性学科；且第二段第三句中也使用了analytical一词，所以[D]为答案。[A]calculating“计算的”；[B]recreational“娱乐的”；[C]subjective“主观的”。
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