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【简答题】
阅读理解 Eddie McKay, a once-forgotten pilot, is a subject of great interest to a group of history students in Canada. It all started when Graham Broad, a professor at the University of Western Ontario, found McKay's name in a footnote in a book about university history. McKay was included in a list of university alumni (校友) who had served during the First World War, but his name was unfamiliar to Broad, a specialist in military history. Out of curiosity, Broad spent hours at the local archives (档案馆) in a fruitless search for information on McKay. Tired and discouraged, he finally gave up. On his way out, Broad's glance happened to fall on an exhibiting case showing some old newspapers. His eye was drawn to an old picture of a young man in a rugby uniform. As he read the words beside the picture, he experienced a thrilling realization. 'After looking for him all day, there he was, staring up at me out of the exhibiting case,' said Broad. Excited by the find, Broad asked his students to continue his search. They combed old newspapers and other materials for clues. Gradually, a picture came into view. Captain Alfred Edwin McKay joined the British Royal Flying Corps in 1916. He downed ten enemy planes, outlived his entire squadron (中队) as a WWI flyer, spent some time as a flying instructor in England, then returned to the front, where he was eventually shot down over Belgium and killed in December 1917. But there's more to his story. 'For a brief time in 1916 he was probably the most famous pilot in the world,' says Broad. 'He was credited with downing Oswald Boelcke, the most famous German pilot at the time.' Yet, in a letter home, McKay refused to take credit, saying that Boelcke had actually crashed into another German plane. McKay's war records were destroyed during a World War II air bombing on London - an explanation for why he was all but forgotten. But now, thanks to the efforts of Broad and his students, a marker in McKay's memory was placed on the university grounds in November 2007. 'I found my eyes filling with tears as I read the word ' deceased' (阵亡) next to his name,' said Corey Everrett, a student who found a picture of Mckay in his uniform. 'This was such a simple example of the fact that he had been a student just like us, but instead of finishing his time at Western, he chose to fight and die for his country.' 1. What made Professor Broad continue his search for more information on McKay? A. A uniform of McKay. B. A footnote about McKay. C. A book on McKay. D. A picture of McKay. 2. What did the students find out about McKay? A. He trained pilots for some time. B. He lived longer than other pilots. C. He died in the Second World War. D. He was downed by the pilot Boelcke. 3. McKay's flying documents were destroyed in . A. Belgium B. Germany C. Canada D. England 4. We can learn from the last paragraph that McKay . A. preferred fight to his study B. went to war before graduation C. left a picture for Corey Everrett D. set an example for his fellow students 5. What is the text mainly about? A. The research into war history. B. The finding of a forgotten hero. C. The pilots of the two world wars. D. The importance of military studies.
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【判断题】建筑结构采用钢材的规格有钢板(板材);热轧型钢;冷弯型钢三大类。
A.
正确
B.
错误
【简答题】如图,已知抛物线经过定点A(1,0),它的顶点P是y轴正半轴上的一个动点,P点关于x轴的对称点为P′,过P′作x轴的平行线交抛物线于B、D两点(B点在轴右侧),直线BA交y轴于C点,按从特殊到一般的规律探究线段CA与CB的比值: (1)当P点坐标为(0,1)时,写出抛物线的解析式并求线段CA 与CB的比值; (2)若P点坐标为(0,m)时(m为任意正实数),线段CA与 CB的比值是否与(1)所求的...
【多选题】在下列建筑工程常用钢材中,属于普通钢结构用钢的有()。
A.
型钢
B.
钢管
C.
钢筋
D.
钢绞线
E.
钢板
【简答题】已知:如图所示, (1)作出△ABC关于y轴对称的△ ,并写出△ 三个顶点的坐标. (2) 在x轴上画出点P,使PA+PC最小.
【简答题】如图,已知抛物线经过定点A(1,0),它的顶点P是y轴正半轴上的一个动点, P点关于x轴的对称点为P′,过P′ 作x轴的平行线交抛物线于B、D两点(B点在y轴右 侧),直线BA交y轴于C点.按从特殊到一般的规律探究线段CA与CB的比值: (1)当P点坐标为(0,1)时,写出抛物线的解析式并求线段CA与CB的比值; (2)若P点坐标为(0,m)时(m为任意正实数),线段CA与CB的比值是否与⑴所求的...
【简答题】如图,已知直线y=-2x经过点P(-2,a),点P关于y轴的对称点P′在反比例函数y= (k≠0)的图象上。 (1)求a的值; (2)直接写出点P′的坐标; (3)求反比例函数的解析式。
【单选题】当科学家对假说进行验证时,下列叙述不正确的是 ( )
A.
产生的不支持原先假说的实验结果也是有意义的
B.
验证过程中,也可以建立新的假说
C.
保留支持假说的试验结果,剔除不支持的试验结果
D.
通过对假说的多次验证,发展和创立新理论
【单选题】当科学家对假说进行验证时,下列叙述不正确的是( )
A.
产生的不支持原先假说的实验结果也是有意义的。
B.
验证过程中,也可以建立新的假说。
C.
保留试验结果支持的假说,剔除试验结果排除的假说。
D.
通过对假说的多次验证,发展和创立新理论。
【简答题】已知点P(x,y),写出点P关于y轴的对称点的坐标与关于原点O的对称点的坐标。
【简答题】已知直线y=-2x经过点P(-2,a), 点P关于y轴的对称点P'在反比例函数 的图象上。 (1)求a的值; (2)直接写出点P'的坐标; (3)求反比例函数的解析式。
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