№2- нұсқа
1. Есепте: 4!, 6!,0!
2. Амалдарды орында.
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)
№3 - бақылау жұмысы
Тақырып “Комбинаториканың формулалары”
Тесттік тапсырмалар
№
|
1-нұсқа
|
А
|
В
|
С
|
D
|
1
|
4 теңге қанша әдіспен түсуі мүмкін
|
16
|
18
|
20
|
8
|
2
|
4 ойын сүйегі қанша әдіспен түсуі мүмкін
|
1036
|
924
|
824
|
1296
|
3
|
Мағынасыз жаңа сөздер шығу үшін КЕРЕМЕТ сөзінің әріптерін қанша әдіспен ауыстыруға болады.
|
360
|
216
|
840
|
1024
|
4
|
Мағынасыз жаңа сөз шығу үшін қанша әдіспен БАОБАБ сөзіндегі әріптерді ауыстыруға болады.
|
70
|
40
|
50
|
60
|
5
|
Мағынасыз жаңа сөз шығу үшін қанша әдіспен АЛМҰРТ сөзіндегі әріптерді ауыстыруға болады.
|
720
|
120
|
160
|
840
|
6
|
1,3,5,6 цифрларынан қайталанбайтын қанша 4 таңбалы сандар алуға болады.
|
36
|
18
|
24
|
16
|
7
|
1,3,5,6 цифрларынан қайталанатын қанша 4 таңбалы сандар алуға болады.
|
144
|
256
|
216
|
224
|
8
|
1,2,4,5,6,7 цифрларынан қайталан-байтын қанша 4 таңбалы сандар алуға болады.
|
340
|
320
|
316
|
360
|
9
|
1,0,2 цифрларыннан қанша 4 таңбалы сандар алуға болады.
|
58
|
64
|
54
|
34
|
10
|
Жәшікте нөмірленген 6 шардан қанша әдіспен 2 шарды бір бірден (қайтармай) алуға болады.
|
30
|
20
|
60
|
70
|
11
|
Жәшікте нөмірленген 6 шар бар. Жәшіктен екі шарды бір мезгілде қанша әдіспен алуға болады.
|
14
|
15
|
18
|
20
|
12
|
36 картадан 3 картаны қанша әдіспен алуға болады
|
6412
|
2510
|
7140
|
8420
|
13
|
9 оқушыдан 4 оқушыны қанша әдіспен таңдап алуға болады
|
126
|
136
|
140
|
150
|
14
|
Жәшікте 7 ақ және 8 қара шарлар бар. Алынған 3 шардың екеуі ақ болатын қанша әдіс бар.
|
170
|
142
|
124
|
168
|
15
|
Сыныпта 7 қыз балалар және 10 ұл бар. Біреуі ұл болатын екі кезекшіні қанша әдіспен таңдап алуға болады.
|
60
|
210
|
70
|
100
|
16
|
Сыныпта 5 қыз және 3 ұл бар. Тек қыздардан ғана тұратын екі кезекшіні қанша әдіспен таңдауға болады.
|
20
|
10
|
40
|
5
|
17
|
Жәшікте 20 деталь бар, олардың 5 жарамсыз. 4 жарамды детальды қанша әдіспен алуға болады.
|
4
|
5
|
10
|
8
|
18
|
Жәшікте 10 деталь бар, олардың 6 жарамсыз. Арасында біреуі ғана жарамды үш детальды қанша әдіспен алуға болады.
|
50
|
40
|
100
|
60
|
19
|
3 тиын лақтырылады. Барлық мүмкін болатын оқиғаларды тап.
|
6
|
8
|
4
|
10
|
20
|
2 атқыш нысанаға бір мезгілде оқ атады. Барлық мүмкін болатын оқиғаларды тап.
|
2
|
8
|
4
|
5
|
№
|
2-нұсқа
|
А
|
В
|
С
|
D
|
1
|
Бір мезгілде лақтырылған 3 ойын сүйегі қанша әдіспен түсуі мүмкін.
|
44
|
24
|
36
|
216
|
2
|
Бір мезгілде лақтырылған 5 тиын қанша әдіспен түсуі мүмкін.
|
8
|
64
|
32
|
25
|
3
|
ПРИНТЕР сөзіндегі әріптерді, мағынасыз жаңа сөз шығу үшін қанша әдіспен ауыстыруға болады.
|
2450
|
2560
|
2780
|
2520
|
4
|
Қанша әдіспен ҚАСЫҚ сөзіндегі әріптерді, мағынасыз жаңа сөз шығу үшін қанша әдіспен ауыстыруға болады.
|
100
|
120
|
110
|
80
|
5
|
СЕМЕСТР сөзіндегі әріптерді, мағы-насыз жаңа сөз шығу үшін қанша әдіспен ауыстыруға болады.
|
1200
|
14000
|
1260
|
1380
|
6
|
3,5,6, цифрларынан қайталанбайтын қанша 3 таңбалы сандар алуға болады.
|
10
|
6
|
8
|
4
|
7
|
3,5,6 цифрларынан қайталанатын қанша 3 таңбалы сандар алуға болады.
|
33
|
9
|
10
|
27
|
8.
|
1,3,5,6,8 цифрларынан қайталанайтын қанша үш таңбалы сандар құруға болады.
|
60
|
70
|
50
|
40
|
9.
|
5 және 0 цифрларынан неше бес таңбалы сан алуға болады.
|
18
|
32
|
16
|
64
|
10.
|
Жәшікте 5 нөмірленген шар бар. Бір-бірден (алынған шарлар кері қайта-рылмайды) 3 шарды неше әдіспен алуға болады.
|
20
|
40
|
50
|
60
|
11.
|
Жәшікте 5 нөмірленген шар бар. Бір уақытта 3 шарды неше әдіспен алуға болады.
|
2
|
10
|
15
|
8
|
12.
|
36 ойын картасынан 2 картаны неше әдіспен алуға болады.
|
630
|
640
|
500
|
520
|
13.
|
10 оқушыдан 3 оқушыны неше амалмен таңдап алуға болады.
|
110
|
100
|
130
|
120
|
14
|
Жәшікте 10 ақ және 5 қара шар бар. Біреуі ғана ақ болатын 4 шарды неше әдіспен алуға болады.
|
200
|
90
|
100
|
10
|
15.
|
Сыныпта 5 қыз және 3 ұл бала бар. Біреуі қыз бала болатын екі кезекшіні неше әдіспен таңдауға болады.
|
14
|
12
|
13
|
15
|
16.
|
Сыныпта 7 қыз және 8 ұл бала бар. Екеуі де ұл бала болатын екі кезек-шіні неше әдіспен таңдауға болады.
|
28
|
32
|
24
|
36
|
17.
|
Жәшікте 10 деталь бар, олардың 6-уы жарамсыз. Жарамды үш детальды неше әдіспен таңдап алуға болады.
|
2
|
4
|
6
|
8
|
18.
|
Жәшікте 20 зат бар, олардың 15-і жарамсыз. Арасында бір жарамсыз деталь болатын 4 детальды неше әдіспен алуға болады.
|
150
|
140
|
120
|
110
|
19.
|
Екі ойын сүйегі лақтырылады. Барлық мүмкін болатын оқиғаларды тап.
|
24
|
12
|
36
|
241
|
20
|
Жәшікте ақ және қызыл шарлар бар. Бір-бірден екі шар алындағы барлық мүмкін болатын оқиғаларды тап.
|
4
|
6
|
8
|
10
|
№4 - бақылау жұмысы
Достарыңызбен бөлісу: |