1. 如图4-17,在菱形ABCD中,对角线AC与BD相交于点O,OE⊥AB,垂足为E,若∠ADC= 130°,则∠AOE的度数为(

A.75°
B.65°
C.55°
D.50°
B
)A.75°
B.65°
C.55°
D.50°
答案:
B
2. 如图4-18,在菱形ABCD中,AB= 5,对角线AC= 6,过点A作AE⊥BC,垂足为E,则AE的长为(

A.4
B.12/5
C.24/5
D.5
C
)A.4
B.12/5
C.24/5
D.5
答案:
C
3. 如图4-19,在矩形ABCD中,对角线AC,BD相交于点O,∠AOB= 60°,AC= 6cm,则AB的长是(
A.3cm
B.6cm
C.10cm
D.12cm
A
)A.3cm
B.6cm
C.10cm
D.12cm
答案:
A
4. 如图4-20,将矩形纸片ABCD沿BD折叠,得到△BC'D,C'D与AB交于点E.若∠1= 35°,则∠2的度数为(

A.20°
B.30°
C.35°
D.55°
A
)A.20°
B.30°
C.35°
D.55°
答案:
A
5. 如图4-21,已知正方形ABCD的边长为6,点E,F分别在边AB,BC上,BE= CF= 2,CE与DF交于点H,点G为DE的中点,连接GH,则GH的长为(

A.√13
B.√15
C.4.5
D.4.3
A
)A.√13
B.√15
C.4.5
D.4.3
答案:
A
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