7/22/2019 PPCT TOAN 2013_2014
1/18
PHN PHI CHNG TRNHMN TON KHI 10 BAN C BN .
C nm 105 tit i s 62 tit Hnh hc 43 titCh t chn bm st
35 tit
Hc k I:18 tun x 3 tit = 54 tit
+ 1 tun thi HK
32 tit14 tun u x 2 tit = 28 tit4 tun cui x 1 tit = 4 tit
22 tit14 tun u x 1 tit = 14 tit4 tun cui x 2 tit = 8 tit
Hc k I (18 tit)
Hc k II:
17 tun x3 tit = 51 tit+ 1 tun thi HK
30 tit
13 tun u x 2 tit = 26 tit4 tun cui x 1 tit = 4 tit
21 tit
13 tun u x 1 tit = 13 tit4 tun cui x 2 tit = 8 tit
Hc k II (17 tit)
BANG PHAN CONG CHI TIET :
Tun TIT BI GING I STITPPCT
BI GING HNHHC
TITPPCT
CH TCHN
TITPPCT
11
1. Mnh mcI, II, III
(Gim l thuyt mnh cha bin)1 1. Cc nh ngha
mc 1; 21
n tp i s lp 9 1
2 1. Mnh mc IV, V (TT) 2
21
Bi tp- Bi tp cn lm(1,2,3,4,5)3
1. Cc nh nghamc 3; 4 + Bi tp 1,2,3,4 2 Mnh 2
2 2. Tp hp-BT 1, 2, 3 4
31
3. Cc php ton tp hp BT 1,2,45
2.Tng v hiu ca hai vectmc 1 ; 2 ; 3
3 Luyn tp v cc phpton tp hp. Cc tp hp
s3
2 6. Cc tp hp s 6
4
1Bi tp1,2,3
72. Tng v hiu ca hai
vect( TT) mc 4 ; 54
n tp chng I 42
5. S gn ng. Sai s.Gim ti: Mc II. Sai s tuyt i
(khng dy) BT 2, 3a, 4, 58
51
n tp chng I Bi tp cn lm (tr24-26):10, 11, 12, 14.
9Bi tp 1, 2, 3, 4, 5 5 Tng v hiu ca hai
vect5
2 1. Hm sMc I 10
61
1. Hm s (TT) Mc II, III11
3. Tch ca mt s vi mtvectMc 1; 2; 3
6Hm s . 6
2 Bi tp cn lm 1a, 1c, 2, 3, 4 12
71
2. Hm s y = ax + bGim ti: I.n tp hm s bc nht II. Hm s
hng y = b. BT 1d, 2a, 3, 4a13 3.Tch ca mt s vi mt
vect (tt) Mc 4,57 Hm s bc hai
7
2 3. Hm s bc hai - Mc I 14
81
3. Hm s bc hai (TT) Mc II +Bi tp 1a,1b, 2a, 2b,3, 4
15bi tp 1, 2, 4, 5, 6( Kim tra 15 pht )
8 Tch ca mt s vi mtvect
8
2 n tp chng II Bt :8a, 8c, 9c, 9d, 16
91
n tp chng IIBt 10, 11, 12( Tit 18 kt 1 tit C1,C2 )
174. H trc ta
mc 1 ; 2 (a,b)9 i cng v phng
trnh9
2 1. i cng v phng trnh 19
101
1. i cng v phng trnh (TT)20
4. H trc ta (TT)mc 2d ; 3 ; 4
10H trc ta
102 Bi tp3, 4 21
111
2. Phng trnh qvpt bc I, bc IIKhng dy PT bc nht, bc hai.
Khng dy PT cha du gi tr tuyt
i. Bt 7, 8
22Cu hi v bi tp
3, 5, 6, 7,8
11 Phng trnh quy vphng trnh bc nht,
bc hai
11
2Kim tra 15
3.Phng trnh, hpt bc I nhiu n23
12 1Luyn tp 1, 2a, 2c, 3, 5a, 7
24Cu hi v bi tp cuichng1 5, 6, 9, 11, 12Kim tra 1 tit (tit 13)
12 n tp chng I ( Hnh ) 12
Trang1
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PPCT TOAN 2013_2014
2/18
2n tp chng III -3a, 3d, 4, 5a, 5d,
6, 7,1025
13
1 1. Bt ng thc. Mc I 26 1. Gi tr lng gic ca mtgc , vi 0 180
Khng dy phn 1,2,3. Chgii thiu v Bng gi tr
lng gic ca cc gc cbit
14 Bt ng thc 132
1. Bt ng thc (TT) mc II.
27
14
1 Luyn tp 1, 3, 4, 5 28
Bi tp cn lm (tr 40):2, 5, 6 15 Bt ng thc 1422. Bt pt v h bt pt mt n mc I
29
15
12. Bt pt v h bt pt mt n (TT)
302. Tch v hng ca
hai vect Mc 1; 216
n tp kim tra 1 tit i 15
2 Kim tra 1 tit 312. Tch v hng ca
hai vect (TT) Mc 1; 217
161 N TP HC K I 32 2. Bi tp 1, 2, 4, 5 18 Tch v hng ca hai
vect16
23. Cc htl trong tg v gii
tam gic. Mc 119
171 DY PH O 3. Cc htl trong tg v giitam gic. Mc 2 20 n tp hc k 1 172 N TP HC K I 21
18 1 DY PH O N TP HC K I 22 N TP HC K I 18
2 DY PH O
19 THI HC K I 33 THI HC K I 23 THI HC K I
HC K II
201
TR BI THI HC K I34
3. Cc htl trong tg v giitam gic. (TT) Mc 3
24 Cc h thc lng trongtam gic v gii tam gic
19
2 Luyn tp1a, 1d, 2, 4, 5 35
211
3. Du ca nh thc bc nht. Mc I36
3. Cc htl trong tg v giitam gic. (TT) Mc 4
25 Cc h thc lng trongtam gic v gii tam
gic(tt)20
23. Du ca nh thc bc nht. Mc
II, III37
221 Luyn tp Bt 1, 2a, 2c, 3.
(Kim tra 15 pht )38
Cu hi v bi tp 1, 3, 4, 6,8, 9 26 Du ca nh thc bc
nht.21
2 4. Bt phng trnh bc nht hai n. 39
23
1 4. Bt phng trnh bc nht hai n.
( tt )
40bi tp cui chng 2; 4, 7,
8, 9, 10
(Kim tra 15 pht )
27 Du ca nh thc bcnht. 22
2 Luyn tp -BT 1,2 41
241
5. Du ca tam thc bc hai42
1. Phng trnh ng thngMc 1; 2
28Du ca tam thc bc hai 23
2 5. Du ca tam thc bc hai (TT) 43
251
Luyn tp44
1. Phng trnh ng thng(tt) Mc 3; 4
29Du ca tam thc bc hai 24
2 Luyn tp 45
26
1n tp chng IV( Tit 47 kt 1 tit ) 46 1. Phng trnh ng thng
(TT) Mc 5
30
n tp chng 4 252
1. Cung v gc lng gic
Mc I , Mc II (phn1, 2, 3)48
27 11. Cung v gc lng gic mc II(phn 4) Bi tp 1, 2a, 2d, 3a, 3c,
491. Phng trnh ng thng
( tt) Mc 6; 731
Phng trnh ngthng
26
Trang2
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PPCT TOAN 2013_2014
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4/18
PHN PHI CHNG TRNHMN TON KHI 11 BAN C BN .
C nm 123 tit i s v Gii tch 78 titHnh hc 45 tit Ch t chn bm st
35Hc k I:
18 tun x 4 = 72 tit1 tun thi HK
47 tit 25 tit Hc k I (18 tit)
Hc k II:17 tun x 3= 51 tit
+ 1 tun thi HK
31 tit 20 tit Hc k II (17 tit)
BANG PHAN CONG CHI TIET :
Tun TITBI GING S v GII
TCHTITPPCT
BI GING HNH HCTITPPCT
CH TCHN
TITPPCT
11
1 Cac ham so lnggiac mc I
11. Phep bien hnh . 2.
Phep tnh tien1 n tp cc cng
thc lng gic lp10.
12
1 Cac ham so lnggiac mc II,III(1a)
2Luyen tap Phep tnh
tien2
21
Cac ham so lnggiac mc III(1b,2)
3 5. Phep quay 3Php quay. 2
2 Cac ham so lnggiac mc III(3,4)
4 Luyen tap 4
31 Luyen tap 1, 2, 3, 5, 6, 7 5
6 Khai niem vephep di hnh- hhbn . 5
Php v t 32
2 Phng trnh lnggiac c ban mc 1
6 7. Phep v t 6
41
2 Phng trnh lnggiac c ban (TT) mc 2
7 Luyen tap 7Phng trnh
lng gic c bn4
22 Phng trnh lng
giac c ban (TT) mc 38
8. Phep ongdang 8
5
12 Phng trnh lng
giac c ban (TT) mc 4 9On tap chng I
kim tra 15 pht9
On tap chngI( Hnh)
52 Luyen tap 1, 3, 4, 5 10
1. ai cng veng thang va mat
phang muc I10
6
1
3.Mot so phng
trnh l giac thng gap
Mc I (1,2)
11
1. ai cng veng thang va mat
phang muc II11
Mt s phngtrnh lng gic
thng g p6
23.Mot so phng trnhlg thng gap (TT) Mc
II(1,2)12
33.Mot so phng trnhlg thng gap (TT) Mc
III13
7
1 Luyen tap 1, 2a, 3c 14 1. ai cng veng thang vamp(TT) muc III, IV
12 i cng v t 72 Luyen tap -bi 5 15
3On tap chng 1(Tit 17 kim tra 1 tit )
16
8
1 1. Quy tac em 18
Luyen tap 13On tap chng
1(i )
82Luyen tap Quy tac
em 19
3 Luyen tap Quytac em 1, 2, 3 20
91
2. Hoan v, chnh hpva to hp mc I
21 2. Hai ng thang
cheo nhau va haing thang song song
14 Hai ngthang song
song
9
2 2. Hoan v, chnh hpva to hp (TT) mc II
22
Trang4
7/22/2019 PPCT TOAN 2013_2014
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32. Hoan v, chnh hpva to hp (TT) mc III
23
10
1 Luyen tap 1, 2, 3, 6 24
Luyen tap15
Quy tacem .Hoan
v, Chnh hpva to hp
102Luyen tap + Kiem
tra 15 phut25
3 3. Nh thc Niutn 26
11
13. Nh thc Niutn
( TT)27
3.ng thang vamat phang song song 16 Nh thc Niutn 112 Bi Tp 1, 2, 5 28
34. Phep th va
bien co mc I,II29
12
14. Phep th va bienco (TT). + Bi Tp
2,4,630
Luyen tap 17
Luyen tapng thangva mp song
song12
25. Xac suat cuabien cMc I, II 31
35. Xac suat cua bien
co (TT) 32
13
1 Luyen tap . 1, 4, 5 33
4. Hai mat phangsong songMuc I, II
18On tap chng
2( i)
132On tap chng 2
BT1,2,3,4,5,7(Tit 35 kim tra 1 tit)
34
31. Phng phap quy
nap toan hoc36
14
1 Luyen tap 1, 4, 5 37
4. Hai mat phangsong song (TT) muc
III,IV,V19
Phng phapquy nap toan
hoc 142 2. Day so mc I,II, III 38
32. Day so ( TT) mc
IV +Luyen tap 1, 2, 4,5
39
151 3. Cap so cong 40 Luyen tap Hai mat
phang song songTit 21 Kim tra 1 tit
20Luyen tap Hai
mat phangsong song
152 Luyen tap 2, 3, 5 41
3 4. Cap so nhan 42
16
1 Luyen tap 2, 3, 5 43
5. Phep chieu songsong .
22Cap so cong .Cap so nhan
16On tap chng 3
Bi 5, 6, 7, 8, 944
2 DY PH O
171 DY PH O On tap chng 2 23
N TP HC K I 172 DY PH O DY PH O
181 N TP HC K I 45 DY PH O
N TP HC K I 182 N TP HC K I 46 N TP HC K I 24
19 THI HC K I 47 THI HC K I 25 THI HC K I
HC K II
20
1 TR BI THI HC K I 481. Vect trong khong
gian.Muc I
26Gii han cua
day so 2021. Gii han cua day
sMc I49
21 1
1. Gii han cua day
so (Mc II, III 501.Vect trong khong
gian.(TT) muc II +
Luyen tap
27 Vecto trong kg 212
Gii han cua day so(Mc IV)
51
22 1 Luyen tap 3, 4, 5, 7 52 2. Hai ng thang 28 Gii han cua 22
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vuong goc muc I, II,III ham so22. Gii han cua
ham so mc I(1,2)53
231
2. Gii han cua hamso
mc I(3)54 2. Hai ng thang v
gocMuc IV+ Luyen tap
29Gii han cua
ham so23
22. Gii han cua ham
so mc II 55
241
Gii han cua ham somc III
56 3. ng thangvuong goc vi mat
phng muc I,II,III30 t vung gc mp 24
2 Luyen tap 3, 4, 6Kiem tra 15 phut
57
251
3. Ham so lientuc
58 3. ng thangvuong goc vi mat
phng ( TT) muc IV,V31
Ham so lientuc
252 Luyen tap 1, 2, 3, 6 59
26
1On tap chng 4
Bi tp 3, 5,60
Luyen tap + Kiemtra 15 phut
32On tap chng
426
2On tap chng 4
Bi tp 7, 8(Tit 62 kim tra 1 tit)
61
271
1. nh ngha va y
ngha cua ao hammc I(1,2,3,4) 63 4. Hai mat phangvuong goc
Mc I33
ng thangvuong goc
vi mat phng27
21. nh ngha va yngha cua ao ham
mc I(5,6),II64
281
Luyen tap 2, 3a, 5,7 65 4. Hai mat phang
vuong goc (TT) muc II,III
34Hai mat phang
vuong goc 282
2. Cac quy tac tnhao ham Mc I, II
66
291
2. Cac quy tac tnhao ham (TT) Mc III 67
Muc IV+ Luyen tap 35Cac quy
tac tnh aoham
292
Luyen tap 2, 3, 4
Kiem tra 15 phut
68
30
13. ao ham cac ham
so lng giac mc 1,269
5. Khoang cach .Muc I,II 36
ao ham cacham so lng
giac30
23. ao ham cac hamso lng giac (TT) mc
3,4,570
311 Luyen tap. 3, 6, 7 71 5. Khoang cach .
(TT)Muc III
37 Khoang cach 312 4. Vi phan 72
32
15. ao ham cap
haiBi tp 1, 2
73
Luyen tap38 Khoang cach 32
2On tap chng V1, 2, 3, 5, 7(Tit 75 kim tra 1 tit )
74
331
N TP HC K II 76
On tap chng 339 n tp chng 5
33
On tap chng 3( Tit 41 kim tra 1 tit )
40
34 1DY PH O
DY PH OOn tap chng
334
2N TP CUI NM
42
35 1N TP HC K II 77
N TP HC K II 43N TP HC K II 35
2 N TP HC K II 44
36 1 THI HC K II 78 THI HC K II 45 THI HC K II
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PHN PHI CHNG TRNHMN TON KHI 12 BAN C BN .
C nm 123 titi s v Gii tch
78 titHnh hc 45 tit Ch t chn
bm st 35 tit
Hc k I:18 x 4 = 72 tit
40 tit 23 tit 18 tit
Hc k II:17 x 3 = 51 tit
38 tit 22 tit 17 tit
BANG PHAN CONG CHI TIET :
Tun TITBI GING S v GII
TCHTITPPCT
BI GING HNHHC
TITPPCT
CH TCHN
TITPPCT
11
1. S ng bin, nghch bincua ham so
L thuyt I.2,II (n ht vd 4) 11. Khi nim v khi a din
Mc I, II ,III 1n tp o hm+ Pt tip tuyn. 1
2 1. S ng bin, nghch bincua ham so 2
1. Khi nim v khi a dinMc IV+BT(3,4) 2
21
Luyn t p 32. Khi a din li v khi a
din u Mc 1+ mc II 3 QUAN HVUNG GCTRONG KG
22
2. Cc tr ca hm sMc I,II 4
2. Khi a din li v khi adin u 4
31
2. Cc tr ca hm sMc III 5
3. Khi nim v th tchkhi a din Mc I, II 5
n iu - cc tr 32
Luyn t p 63. Khi nim v th tch
khi a din Mc III 6
4
13.Gi tr ln nht- Gi tr NN
ca hm s mc I,II.17 3. Luyn tp 7 Gi tr ln
nht- Gi tr nhnht ca hm s
4
23. Gi tr ln nht- Gi trnh nht ca hm s
Mc II.2 8 Luyn t p 8
51 Luyen tap 9 n tp chng1 9
Th tch khia din
52
4. ng tim cn ca th hm s 10
n t p chng 1( Tit 11 kim tra 1 tit ) 10
6
1 Luyn t p 11 1. Khi nim v mt trn
xoay
Mc I,II
12 Khao st sbin thin v v
th hs
6
25. Kho st s bin thin v
v th hs 12
35. Kho st s bin thin v
v th hs 13
7
15. Kho st s bin thin v v
th hs 14 1. Khi nim v mt trn
xoayMc III
13Bi ton lin
quan KSHS
7
25. Kho st s bin thin v v
th hs 15
35. Kho st s bin thin v v
th hs 16
8
15. Kho st s bin thin v v
th hs 17 Luyn t p 14 Bi ton linquan KSHS
8
2 Luyn t p 18
3 Luyn t p 19
91 On tap chng 1 20 Luyn t p 15
n tp gii tchchng 1
9
2On tap chng 1
(Tit 22 kim tra 1 tit) 21
3 1. Ly tha I.(1,2,3) 231 1 1. Luy tha I(4,5),II 24 2. Mt cu 16 Lu tha 10
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0 Mc I + II2 Luyn t p 25
3 2. Hm s ly tha 26
11
1 3. Logarit Muc I, II(1,2) 27 2. Mt cu
Mc III 17 Logarit
11
2 3. Logarit mc II.3, III,IV 28
3 3. Logarit mc V +LT 29
12
1 Luyn t p +kim tra 15 pht 30
2. Mt cuMc IV+bi tp 2
18 Hm s m +Logarit
12
2 4. Hm s m v hm slogarit. 31
3 Luyn t p 32
13
15. Phng trnh m v logarit
Mc I 33
Bi tp 19PT M vlogarit
13
25. Phng trnh m v logarit
Mc II 34
3 Luyn t p 35
1
4
1 Luyn t p 36
n t p chng 2 20 Mt cu 1426. Bt phng trnh m v
logarit mc I 373
6. Bt phng trnh m vlogarit mc II 38
15
1 Luyn tp 39
n t p chng 2( Kim tra 15 pht )
21Bt phng trnh
m v logarit152
Bai tap on chng2
Tit 41 kim tra 1 tit 40
3 1. Nguyn hm I(1,2) 42
16
1 1. Nguyn hm I(3,4) 431. H ta trong khng
gian. Mc I,II 22 Nguyn ham
16
2 1. Nguyn hm II.1 44
3 1. Nguyn hm II.2 45
17
1 2. Tch phn mc I 461. H ta trong khng
gian. Mc III 23n tp Gii tch
HKI172 2. Tch phn mc II 47
3 2. Tch phn mc III.1 48
18
1 On tap hoc k 1 49
n t p hc k 1 24n tp Hnh Hc
HKI182 On tap hoc k 1 50
3 On tap hoc k 1 511
9 Thi Hc K I 52 Thi Hc K I 25Thi Hc K I
HC K II
20
1 Tch phn mc III.2 53 Tra bi kim tra hc k I 26Tch phn 19
2Luyn t p 54
1. H ta trong khnggian. Mc IV 27
21
1 Luyn t p + kim tra 15 55 Luyn t p 28Tch phn 20
23. ng dng tch phn
trong hnh hc mc I.1 56 Luyn t p 29
22
13. ng dng tch phn
trong hnh hc mc I.2 57Phng trnh mt phng.
Mc I, II 30 Phng trnhmt phng
212
3. ng dng tch phn
trong hnh hc mc II,III 58
Phng trnh mt phng.
Mc III 31
23
1Luyn tp 59
Phng trnh mt phng.Mc IV 32 Phng trnh
mt phng22
2 Luyn tp 60 Luyn t p+Kim tra 15 pht 332 1 On tap chng 3 61 Phng trinh ng 34 n tp chng 23
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2Luyn tp
8
3 Luyn tp (TT) 9
4
14. S gn ng v sai s
Mc 1,2,310
2. Bi tp4
Tng ca hai vc t 424. S gn ng v sai s (TT)
Mc 4,5, LT11
3 n tp chng I 12
5
11. i cng v hm s
Mc 1,2 13 3. Hiu ca hai vect 5Hiu hai vc t
521. i cng v hm s
Mc 3,414
3 1. i cng v hm s (TT) 15
6
1 Luyn tp 16 3. Bi tp 6Hm s bc nht.
62 2. Hm s bc nht 17
3 Luyn tp 18
7
13. Hm s bc hai Mc 1,2
194. Tch ca mt
vect vi mt sMc 1,2
7Php nhn vc tvi mt s
7
2 3. Hm s bc hai Mc 3 203 Luyn tp 21
8
1 n tp chng II 224. Tch ca mt
vect vi mt s(tt)8
Hm s bc hai. 82Bai kiem tra viet
chng 123
31. i cng v phng trnh
Mc 1,2,3 24
9
11.i cng v phng trnh (TT)
Mc 4,5, LT 25Luyn tp + kim tra
159
Pt bc nht v bchai mt n
922. Pt bc nht v bc hai mt n
Mc 1,2 26
3 2. Pt bc nht v bc hai mt n(TT) Mc 3 27
10
1 Luyen tap 285. Trc ta v htrc ta
Mc 1,2,3
10
Pt qui v bc nhthoc bc hai
102 Luyn tp (TT) 29
33. Pt qui v bc nht hoc bc hai
Mc 1 30
111
3.Pt qui v bc nht hoc bc hai(TT) Mc 2 31
5. Trc ta vh trc ta (TT)
11n tp hm s v pt 11
2 Luyen tap 32 Luyen tap 12
12
1Luyn tp (TT)
33On tap
chng I13
Ta ca vc tv ca im
122 Bai kiem tra viet 1
tit34
Bai kiemtra viet chng
114
131
4. H pt bc nht nhiu nMc 1,2 35
1. GTLG ca mt gcbt k t 00 n 1800
15H pt bc nhtnhiu n.
132
4. H pt bc nht nhiu n( TT)Mc 3 36 Luyen tap 16
141 Luyen tap 37
2. Tch v hng cahai vectMc 1,2 17 T s lng gic v
tch v hng gia haivc t
142
5.Mt s v d v hpt bc hai hai n38
2.Tch v hng ca haivect (TT)
18
151 n tp chng III + kim tra 15 39 Luyen tap 19 Bt ng thc
152
1.Bt ng thc v chng minh btMc 1,2
403.H thc lng trongtam gic Mc 1,2,3
20
16 1 1. Bt ng thc v chng minh bt(tt) Mc 3
41 3. H thc lng trongtam gic (TT)
21 H thc lng trongtam gic
16
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2Gia tr lgiac cua goc
(cung) co lien quan acbiet
79Luyen tap
39
311 Luyn tp 80 6. ng hypebol 40
Parabol 302
3. Mt s cng thc lng gicMc 1,2 81 Luyen tap 41
321 Mt s cng thc lng gic 82 7. ng parabol 42 Cng thc lng gic
312 Luyn tp 83 Luyen tap 43
331 Luyn tp (TT) 84 Ba ng cnic 44 Cng thc lng gic
322 Bai kiem tra viet 1 tit 85 n tp chng 3 45
341 N TP HC K II 86 N TP HC K II 46
N TP HC KII
332 N TP HC K II 87 N TP HC K II 47
351
N TP CUI NM88
N TP CUINM
48 N TP HC KII 34-35
2N TP CUI NM
89N TP CUI
NM49
36 THI HC K II 90 THI HC K II 50
PHN PHI CHNG TRNHMN TON KHI 11 BAN NNG CAO
C nm140 tit
i s v Gii tch90 tit
Hnh hc50 tit
Ch t chn bm st( gm 35 tit )
Hc k I:18 tunx 4 tit= 72 tit
+ 1 tun thi HK
46 tit10 tun u 3 tit= 30 tit8 tun cui 2 tit= 16 tit
26 tit10 tun u x1 tit= 10 tit8 tun cui x 2tit = 16
tit
Hc kI(18 tit)
Hc k II (17tit)
Hc k II:17 tun x 4 tit= 68 tit
+ 1 tun thi HK
44 tit10 tun u x 3 tit = 30 tit
7 tun cui x 2 tit = 14tit
24 tit10 tun u x1 tit= 10 tit
7 tun cui x 2 tit= 14tit
BANG PHAN CHIA CHI TIET :
Tun TIT BI GING GII TCHTITPPCT
BI GING HNHHC
TITPPCT
CH TCHN
TITPPCT
1
11. Cac ham so lng
giac1
1. M au vephep bien hnh 2.Phep tnh tien va
phep di hnh
1n tp cc cng
thc lng gic lp 10.12
1. Cac ham so lnggiac
2
31. Cac ham so lng
giac
3
2
1 Luyen tap 42. Phep tnh tienva phep di hnh
(TT)2
Cac ham solng giac.
222Phng trnh lng giac
c ban5
32 Phng trnh lng
giac c ban (TT)6
3
12 Phng trnh lng
giac c ban (TT)7
Luyen tap 3
Phep tnhtien
va phep dihnh
322 Phng trnh lng
giac c ban (TT)8
32 Phng trnh lng
giac c ban (TT)9
4 1 Luyen tapPhng trnhlng giac c ban
10 3. Phep oi xngtruc
4 Phng trnh lnggiac c ban.
4
2 Gii phng trnh lng gic cbn bng my tnh cm tay
+ Kiem tra 15 phut
11
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33. Mot so dang phng
trnh lng giac ngian.
12
5
13. Mot so dang phng
trnh lng giac ngian. (TT)
13
Luyen tap 5Phep oi
xng truc. 523. Mot so dang
phng trnh lng giacn gian. (TT)
14
3 3. Mot so dangphng trnh lng giacn gian. (TT)
15
6
13. Mot so dang
phng trnh lng giacn gian. (TT)
16
4. Phep quay vaphep oi xng
tam6
Mot so dangphng trnh lng
giac n gian.62
3. Mot so dangphng trnh lng giac
n gian. (TT)17
3Luyen tap Mot so
dang phng trnh lnggiac n gian.
18
7
1 Luyen tap Mot sodang phng trnh lnggiac n gian. (TT)
19
Luyen tap 7On tap chng 1
( ai ) 72 On tap chng 1 20
3 On tap chng 1 ( TT) 21
8
1Bai kiem tra viet
chng 122
5. Hai hnh bangnhau . 8
Phep quay vaphep oi xng
tam.82
1. Hai qui tac em cban 23
31. Hai qui tac em c
ban.(TT) 24
9
1 2. Hoan v, chnh hpva to hp 25
6. Phep v t 9
Hai hnh bangnhau . Phep v
t92
2. Hoan v, chnh hpva to hp (TT)
26
32. Hoan v, chnh hp
va to hp (TT)27
10
1Luyen tapHoan v,
chnh hp va to hp 28
Luyen tap 10Hoan v, chnhhp va to hpNh thc Niutn.
102 3. Nh thc Niutn 29
3Luyen tap Nh thc
Niutn+ Kiem tra 15 phut
30
111 4. Bien co va xac
suat cua bien co.31 7. Phep ong
dang11 On tap
chng I(Hnh)
112
4. Bien co va xacsuat cua bien co.(TT) 32 On tap chng I 12
121 Luyen tap 33
On tap chng I(TT) 13 Bien co va
xac suat cuabien co.
122
5. Cac quy tac tnh xacsuat.
34Bai kiem tra viet
chng 114
13
1 5. Cac quy tac tnh xacsuat. (TT)
35 1. ai cng veng thang va
mat phang15
Cac quy tac tnhxac suat.
13
2Luyen tap Cac quy tactnh xac suat.
36 1. ai cng veng thang vamat phang.(TT)
16
141
Thc hnh gii ton trn my tnhcm tay.
37 Luyen tap 17ai cng ve
ng thang vamat phang
14
2 6.Bin ngu nhin ri rc 38 2. Hai ng 18
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thang song song
151 6.Bin ngu nhin ri rc (TT) .
Bi tp39
2. Hai ngthang song song
(TT)19
Hai ng thangsong song 15
2Bi tp Bin ngu nhin ri rc
(TT)40 Luyen tap 20
16
1On tap chng 2
413.ng thang
song songvimatphang
21On tap
chng 2( ai) 162 On tap chng 2
(TT)42
3.ng thangsong songvimat
phang. (TT)22
17
1 Bai kiem tra vietchng 2
43Luyen tap ng
thang song songvimat phang.
23ng thang
song songvimat phang.
17
2 1. Phng phap quynap toan hoc
47 4. Hai mat phangsong song+ Kiem
tra 15 phut27
18 1 N TP HC K I 44 N TP HC K I 24N TP HC K I
N TP HC K I 45 N TP HC K I 25 18
19 THI HC K I 46 THI HC K I 26 THI HC K I
HC K II
20
1 TR BI THI HC K I 48
4. Hai mat phangsong song (TT) +
Bi tp
28Phng phap quynap toan hoc .
Day so192
1. Phng phap quy naptoan hoc (TT) + Luyen
tap49
3 2. Day so 50
21
12. Day so ( TT) +
Luyen tap 51 5. Phep chieu
song song .29
Hai mat phang
song song20
2 3. Cap so cong 523 3. Cap so cong ( TT) 53
22
1 Luyen tap 54
On tap chng2
30Cap so cong .Cap so nhan
212 4. Cap so nhan 55
34. Cap so nhan
(TT)56
23
1 Luyen tap 57On tap chng 2
(TT) 31On tap chng
3 .( ai) 222 On tap chng 3 58
3On tap chng 3
(TT)59
24
1Bai kiem tra viet
chng 360
1. Vect trongkhong gian. S
ong phang cuacac vect.
32
Day so co giihan 0.
Day so co giihan hu han.
2321. Day so co gii
han 0 .61
32.Day so co gii han
hu han. 62
25 1 3.Day so co gii hanvo cc .
63 1. Vect trongkhong gian. +
Luyen tap
33 Day so co giihan vo cc .
24
2 4. nh ngha va motso nh l ve gii han
cua ham so.
64
3 Luyen tap 65
26 1 5. Gii han motben.
66 2.Hai ng thangvuong goc.
34 Cac dang vonh .
25
2 6. Mot vai quy tac tmgii han vo cc.
67
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37. Cac dang vo nh .+ Kiem tra 15 phut
68
27
1 8. Ham so lien tuc 692. Hai ng thang
vuong goc. (TT)35
On tap chng 4(ai)
262 Luyen tap 70
3 On tap chng 4 71
28
1On tap chng 4
(TT)72
Luyen tap 36Hai ng thang
vuong goc. 272 Bai kiem tra vietchng 4 73
3 1. Khai niem ao ham. 74
29
11.Khai niem ao ham.
(TT) 75
3. ng thangvuong goc vi
mat phang
37
Khai niem aoham.
Cac qui tac tnhao ham
28
2 Luyen tap 76
32. Cac qui tac tnh ao
ham . 77
30
12.Cac qui tac tnh ao
ham .
78
ng thangvuong goc vimat phang +
Luyen tap . Kiemtra 15 phut
38 .ng thang
vuong goc vimat phang
29
2Luyen tap
79Hai mat phang
vuong goc39
311 3. ao ham cua cac
ham so lng giac.80
Hai mat phangvuong goc (TT) +
Luyen tap40 ao ham cua
cac ham solng giac.
302
3. ao ham cua cacham so lng giac. (TT) 81
5. Khoang cach. 41
321
Luyen tap + Kiemtra 15 phut
82 Khoang cach . (TT) 42 . Hai mat phangvuong goc . 31
24. Vi phan
83Luyen tap
43
331 5. ao ham cap hai 84 n tp chng III 44
Khoang cach .322
5. ao ham cap hai (TT)+ Luyen tap
85n tp chng III ( TT )
45
341 On tap chng 5 86 Kim tra 1 tit 46
On tap chng 3332 N TP CUI NM 87 N TP CUI NM 47
35 1 N TP HC K II 88 N TP HC K II 48N TP HC K II 34-35
2 N TP HC K II 89 N TP HC K II 49
36
THI HC K II
90
THI HC K II
50
THI HC K II 36
PHN PHI CHNG TRNHMN TON KHI 12 BAN NNG CAO
C nm 140 tit i s v Gii tch 90 titHnh hc 50 tit Ch t chn bm
st 18 titHc k I:
18 tun x 4 tit= 72 tit+ 1 tun thi HK
46 tit 26 tit Hc k I (18 tit)
Hc k II:17 tun x 4 tit= 68 tit
+ 1 tun thi HK
44 tit 24 tit Hc k II (17 tit)
BANG PHAN CONG CHI TIET :
Tun TIT BI GING GII TCHTITPPCT
BI GING HNH HCTITPPCT
CH T CHNTITPPCT
1 1 $1. Tnh n iu ca hm s 1 $1Khi nim v khi a din 1 Tnh n iu 1
2 $1. Tnh n iu ca hm s 2 $2 Php i xng qua mp v 2
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s bng nhau ca cc khi adin
3Luyn tp
3
2
1$2. Cc tr ca hm s
4$2 Php i xng qua mp vs bng nhau ca cc khi a
din3
Cc tr ca hms
22 $2. Cc tr ca hm s 5 $3 Php v t v s ng
dng ca cc khi a din.Khi a din u
43 Luyn tp 6
3
1 GTLN v GTNN ca HS 7 $4 Th tch ca khi a din 5
Gi tr ln nht , gi trnh nht ca hm s. 32 Luyn tp 8
$4 Th tch ca khi a din6
3 $4. th ca HS v PTTHT 9
4
1 $5. ng tim cn ca ths 10 $4 Th tch ca khi a din 7
Th tch khi adin
42 $5. ng tim cn ca ths 11
$4 Th tch ca khi a din8
3$6. Kho st SBT v v Tca mt s hm a thc
12
5 1$6. Kho st SBT v v Tca mt s hm a thc
13$4 Th tch ca khi a
din9
Kho st hm athc
52$6. Kho st SBT v v Tca mt s hm a thc
14$4 Th tch ca khi a
din10
3 Luyn tp 15
6
1$7. Kho st SBT v v T ca
mt s hm phn thc hu t16
$4 Th tch ca khi adin
11
Kho st hmphn thc
62$7. Kho st SBT v v T ca
mt s hm phn thc hu t17 n tp chng I
123 Luyn tp 18
7
1$8. Mt s bi ton thng gp
19n tp chng I
13
Bi ton lin quann kho st hm s.
72$8. Mt s bi ton thng
gp20
kim tra 1 Tit 143
Luyn tp21
8
1 n tp chng I 22$1 Mt cu
15
Bi ton lin quann kho st hm s.
82kim tra 1 tit chng I
23
$1 Mt cu16
3 $1. Ly tha vi s m hu t 24
9
1$1. Ly tha vi s m hu t
25 $1 Mt cu 17
Mt cu 92Luyn tp
26Mt cu (Kim tra 15 pht 18
3$2. Ly tha vi s m thc
27
101
Luyn tp28
$2 Khi nim v mt trnxoay 19
Ly tha 102 $3. lgarit 29 $3 Mt tr 20
3 $3. lgarit 30
11
1 $3. lgarit 31
$3 Mt tr 21logarit
112 Luyn tp 32
3 Luyn tp( Kim tra 15 pht) 33
4 $4. S e v lgarit t nhin 34
12
1 $5. Hm s m v hs lgarit 35
$4 Mt nn 22 Hm s mlgarit
122 $5. Hm s m v hs lgarit 36
3 $5. Hm s m v hs lgarit 37
4 $6. Hm s ly tha 38
13 1 $7. Phng trnh m v lgarit 39 n tp chng II 23 Phng trnh m 13
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17/18
logarit
2$7. Phng trnh m v lgarit
40
3$7. Phng trnh m v lgarit
41
4$8.H phng trnh m v lgarit
42
14
1 Luyn tp 43
n tp chng II 24
H phng trnh
m logarit 14
2$8. S lc v bt phng trnh
m v lgarit44
3 Luyn tp 45
4 n tp chng 2 46
15
1 Kim tra 1 tit 47 $1 H ta trong khnggian
25Bt phng trnh m
logarit152 $1. Nguyn hm 48
3$1. Nguyn hm
49$1 H ta trong khng
gian26
16
1$2. Mt s pp tm nguyn hm
50$1 H ta trong khng
gian27
ng dng tch chng
162
$2. Mt s pp tm nguyn hm
51$1 H ta trong khng
gian
28
3 Luyn tp 52
17
1 $3. Tch phn 53
$1 H ta trong khnggian
29 Tch phn 172 $3. Tch phn 54
3 $3. Tch phn 55
4$4. Mt s phng php
tnh tch phn56
18
1$4. Mt s pp tnh tch phn
57N TP HC K I
30N TP HC K
I18
2 N TP HC K I 58
3 N TP HC K I 59 N TP HC K I 31
19 THI HC K I 60 THI HC K I 32 THI HC K I
HC K II
1 Tr bi kim tra hc k I 61
$2 Phng trnh mt phng 33Phng php tnh
tch phn19
202 Luyn tp 62
3Luyn tp
(Kim tra 15 pht)63
21
1$5. ng dng tch phn tnh
din tch hnh phng64
$2 Phng trnh mt phng 34Phng trnh mt
phng2 $5. ng dng tp tnh dthp 65 20
3 $6. ng dng tch phn tnh ttvt 66
221 $6. ng dng tch phn tnh ttvt 67
$2 Phng trnh mt phng35
ng dng ca tchphn
212 Luyn tp
68
3Luyn tp
69
231
n tp chng III70
$2 Phng trnh mt phng
36ng dng ca tch
phn
22
2 kim tra 1 tit 71
3 $1. S phc 72
24 1$1. S phc
73$2 Phng trnh mt phng (
Kim tra 15 pht )Phng trnh
ng thng 23
2 $1. S phc 74 37
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18/18
3$1. S phc
75
25 1 Luyn tp ( Kim tra 15 pht ) 76
$3 Phng trnh ng thng
38
24
2$2. Cn bc hai ca s phcv phng trnh bc hai
77 Cc php ton sphc
3 $2. Cn bh ca s phc v ptbh 78
26 1 Luyn tp 79
2 $3. Dng lng gic cas phc v ng dng
80 $3 Phng trnh ngthng 39
Phng trnhng thng
25
3$3. Dng lng gic ca
s phc v ng dng81
1 Luyn tp ( Thc hnh ton) 82
$3 Phng trnh ng thng 40Dng lng gicca s phc 2627 2 n tp chng IV 83
3 n tp chng IV 84
1Kim tra 1 tit
85$3 Phng trnh ng thng
41 Gii ton hnhkhng gian bng pp ta
27
28 2 N TP CUI NM 86 $3 Phng trnh ng thng 42
291
N TP CUI NM87 $3 Phng trnh ng
thng43 Gii ton hnh
khng gian bng pp ta
28
2N TP HC K II
88$3 Phng trnh ng
thng44
301 N TP HC K II 89 n tp chng III 45
N TP CUINM
292 Kim tra 1 tit 46
N TP HC K II 47
311 N TP HC K II 48
N TP HC K II 30-322 N TP CUI NM 49
32 1 N TP HC K II 33-35
33 1 THI HC K II 90 THI HC K II 50
Hm Thun Bc, ngy thng nm 2013
DUYT CA BGH TM. T CHUYN MN
HIU TRNG T TRNG
NGUYN THANH SN