2014年浙江省嘉兴市中考三模考试数学试题2014.5.28(2)

2021-09-24 20:16

18.(a 2b)(a 2b)

1

b(a 8b) 2

a2 4b2 a2

1

·························································································· 6分 ab 4b2 ·

2

1

············································································································· 8分 ab ·

2

19.设 A x(度),则 B x 20, C 2x.

根据四边形内角和定理得,x (x 20) 2x 60 360. ········································ 4分 解得,x 70.

∴ A 70 , B 90 , C 140 . ····································································· 8分

20.(1)B机器的产量为150件, ·················································································· 2分

A机器的产量约为210件. ·············································································· 4分

(2)C机器产量的百分比为40%. ················································································ 6分

设C机器的产量为x, 由

150x

,得x 240,即C机器的产量为240件. ···································· 8分

25%40%

21.(1)∵AE⊥BC,AF⊥CD,∴∠AEB=∠AFD=90°. ·············································· 2分 ∵四边形ABCD是平行四边形,∴∠ABE=∠ADF. ···················································· 4分 ∴△ABE∽△ADF ···································································································· 5分 (2)∵△ABE∽△ADF, ∴∠BAG=∠DAH.

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