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1 2 △ABC ≌
△DAE(S.A.S.).12
∠C=∠E.
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∠F=∠BED-∠D=
60°.
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△DEF,12 ∠ACB=
∠F=60°.
(2)
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2BE =
EC,EC=6,
12
BE=3.
12
BC=9.
/ 0 △ABC ≌
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12
EF=BC=9.
12
BF =BE+
EF=12.
18.(1)
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AD⊥
BC,
1 2 ∠ADB =
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3 △ADB 4
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CD,∠ADB = ∠CDE,
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∠DOB,RS∠1=12∠AOC,∠3=
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13.2.1
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+,-.
1.C; 2.B; 3.B;
4.(1)8,10,14; (2)48°,79°.
5.(1)
<=△ACF≌ △DBE,RS AC=DB.RS
AC-BC=DB-BC,
Y
AB=CD.
(2)
<=
AD=11,BC=3,AB=CD,
RS
AB=
1
2(AD-BC)=4.
6.(1)AD=BC,
Z([#\I7]^'(
;
(2)AD∥BC._`*a:
<=△ADF≌△CBE,RS∠ADF=CBE.
RS
180°-∠ADF=180°-∠CBE,Y ∠ADB=
∠CBD.RSAD∥BC.
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