求一份数学试卷的答案,高分!

2025-02-27 05:48:20
推荐回答(6个)
回答1:

填空题 1. 根号3-2
2. 48pai/5
3. 2a
4.8
5.41
6.3n+1
选择题 1.b 2.b 3.c 4.a 5.b 6.d
解答题
1.
1)的他=(k+1)^2-k^2=2k+1>=0
k>=1/2
2)不存在
反证法:若存在x1,x2 满足1/x1+1/x2=(x1+x2)/(x1*x2)=0
又x1+x2=-(k+1)/k;x1*x2=1/4带入上视得k=-1
带入方程得:x^2+1/4=0 无实根 故不存在

3.
1)s1=1/4+1=5/4
s2=1/2+2=5/2
s3=1+4=5
s4=2+8=10
2)sn=2*sn-1
sn=5*2^(n-3)

4.
1)根据直角三角形相似规则(自己找下)
若PDB相似于COB 则 PD=2BD=2(a-1) 坐标(a,2(a-1))
若PDB相似于BOC 则 PD=1/2BD=(a-a)/2 坐标(a,(a-1)/2)
2) 因为是平行四边形,所以q纵坐标与p相同,横坐标为a-2
若PDB相似于COB q(a-2,2(a-1))带入函数解得a=4或 1 因为a>1 取a=4
若PDB相似于BOC q(a-2,(a-1)/2)带入函数解得a=4/13或1 因为a>1 取a=13/4
(这题真是的,也不说清楚相似的情况,害得要讨论)

2.丢太久了 不好意思 这题自己解决吧
还是帮你作了吧
连接BO交ED于P,过A作AQ垂直于ED垂足为Q
BG=EG=2
所以OE=OB 所以且BP为三角形AGQ中位线
所以PQ=GP 同时GQ=QD
EP=PD 可得PG=1/2EG=1
DG=4
三角形ADG为正三角形
(有关定理自己到书上找,我不太记得了)
自己做的,正确率应该在90%以上 要记得给分哦

回答2:

大哥 你说哪年的啊 真是的

我看了卷子了 那也太简单了,你有不会的问啊
不会让人给你全做吧

回答3:

填空题 1. 根号3-2
2. 48pai/5
3. 2a
4.8
5.41
6.3n+1
选择题 1.b 2.b 3.c 4.a 5.b 6.d
解答题
1.
1)的他=(k+1)^2-k^2=2k+1>=0
k>=1/2
2)不存在
反证法:若存在x1,x2 满足1/x1+1/x2=(x1+x2)/(x1*x2)=0
又x1+x2=-(k+1)/k;x1*x2=1/4带入上视得k=-1
带入方程得:x^2+1/4=0 无实根 故不存在

3.
1)s1=1/4+1=5/4
s2=1/2+2=5/2
s3=1+4=5
s4=2+8=10
2)sn=2*sn-1
sn=5*2^(n-3)

4.
1)根据直角三角形相似规则(自己找下)
若PDB相似于COB 则 PD=2BD=2(a-1) 坐标(a,2(a-1))
若PDB相似于BOC 则 PD=1/2BD=(a-a)/2 坐标(a,(a-1)/2)
2) 因为是平行四边形,所以q纵坐标与p相同,横坐标为a-2
若PDB相似于COB q(a-2,2(a-1))带入函数解得a=4或 1 因为a>1 取a=4
若PDB相似于BOC q(a-2,(a-1)/2)带入函数解得a=4/13或1 因为a>1 取a=13/4
连接BO交ED于P,过A作AQ垂直于ED垂足为Q
BG=EG=2
所以OE=OB 所以且BP为三角形AGQ中位线
所以PQ=GP 同时GQ=QD
EP=PD 可得PG=1/2EG=1
DG=4
三角形ADG为正三角形

回答4:

我有,你如果需要,给我发消息!

回答5:

一句完整的话都没有``怎么找。??

现在的孩子````

哎````

回答6:

二中的孩子啊,哎~~~~~这世道!!!
还重点高中那!!!

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