In fig. 1, let be an equilateral triangle, D and E be points on edges AB and AC respectively, F be intersection of segments BE and CD, and , then the magnitude relation between Ad and CE is ( )
A. B. C. D. indefinite
(英汉词典:equilateral等边的;intersection交点;magnitude大小,量;indefinite不确定的)
科目:初中数学 来源: 题型:
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EF |
DA |
EM |
BC |
EF |
DA |
EM |
BC |
A、greater than 1(大于1) |
B、equal to 1(等于1) |
C、less than 1(小于1) |
D、variable depending on the position of E(不能确定,与E的位置有关) |
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In Fig.2,In the Rt△ABC,∠ACB=900,∠A=300,CD is the bisector to
∠ACB,MD is the perpendicular to BA and MD through the midpoint of segment AB,thrn ∠CDM= .(英语小词典:bisector:平分线;perpendicular:垂线;midpoint:中点)
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Suppose that in Fig.2,the length of side of square ABCD is 1,E and F are mid-points of CD and AD respectively ,BE and CF intersect at a point P.Then the length of line segment CP is __________.
(英汉词典:figure(缩写Fig.)图;length 长度;square 正方形;mid-point中点;intersect 相交;line segment 线段)
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