Suppose that in Fig.2,the length of
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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,GE and CF intersect at a point P.Then the length of line segment CP is
| ||
5 |
∵四边形ABCD是正方形
∴△CDF≌△BCE
∴∠DFC=∠BEC
∵∠DFC+∠DCF=90°
∴∠BEC+∠DCF=90°
∴∠EPC=90°
∴△ECP∽△ECB,
∵BC=1,EC=
1
2DC=
1
2
∴BE=
12+(
1
2)2=
5
2
∵
BC
CP=
BE
CE
∴
1
CP=
5
2
1
2
∴CP=
5
5.
故答案为
5
5.
∴△CDF≌△BCE
∴∠DFC=∠BEC
∵∠DFC+∠DCF=90°
∴∠BEC+∠DCF=90°
∴∠EPC=90°
∴△ECP∽△ECB,
∵BC=1,EC=
1
2DC=
1
2
∴BE=
12+(
1
2)2=
5
2
∵
BC
CP=
BE
CE
∴
1
CP=
5
2
1
2
∴CP=
5
5.
故答案为
5
5.
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