1600 теңге B) 1200 теңге C) 1100 теңге
1410 теңге E) 1000 теңге
879. Құрылыс фирмасы 60 м3 құрылыс діңгектерін үш сатушыдан алуына болады. Бағалары мен жеткізу шарттары кестеде көрсетілген. Жеткізу шартымен есептегенде ең аз төлемақыны табыңыз.
Сатушы
|
Діңгек бағасы
|
Жеткізу
|
Қосымша
|
|
(м3 үшін тг −
|
ақысы
|
шарттар
|
|
мен)
|
|
|
1
|
700
|
10000
|
-
|
2
|
900
|
9000
|
Сауда 30000
|
|
|
|
тг-дан артық
|
|
|
|
жасалса,
|
|
|
|
жеткізу тегін
|
3
|
750
|
8000
|
Сауда 50000
|
|
|
|
тг-дан артық
|
|
|
|
жасалса,
|
|
|
|
жеткізу тегін
|
A) 52000 теңге B) 47000 теңге C) 48000 теңге
50000 теңге E) 51000 теңге
6 м3 тақтайды үш фирманың біреуінен алу қажет. Төмендегі кестені пайдаланып, осы тақтайды ең арзан сатып алуға қанша ақша төленетінін анықтаңыз.
|
Тақтай бағасы
|
Жеткізу
|
Жеңілдіктер
|
Фирма
|
(м3 үшін тг −
|
ақысы
|
|
|
мен)
|
|
|
1
|
37000
|
17500
|
-
|
2
|
40000
|
7500
|
Сауда 200000
|
|
|
|
тг-дан артық
|
|
|
|
жасалса, жеткізу
|
|
|
|
тегін
|
3
|
38000
|
1100
|
Сауда 230000
|
|
|
|
тг-дан артық
|
|
|
|
жасалса, жеткізу
|
|
|
|
тегін
|
239000 теңге B) 240500 теңге C) 230500 теңге
239500 теңге E) 240000 теңге
881. Талғат үйіне компьютер сатып алу үшін қаладағы бірнеше дүкендерді аралап шықты. Ол төмендегі кесте бойынша компьютерді ең арзан дүкеннен алғанда қанша теңге төлегенін табыңыз.
Дүкендер
|
|
Монитор
|
|
Жүйелік
|
|
Тышқан
|
|
|
|
|
блок
|
|
|
А
|
|
30000 тг
|
|
65000 тг
|
|
6000 тг
|
В
|
|
31500 тг
|
|
63000 тг
|
|
5500 тг
|
С
|
|
32000 тг
|
|
62500 тг
|
|
5000 тг
|
A) 101000 тг B) 99000 тг
|
C) 100000 тг
|
|
D) 99500 тг
|
E) 98500 тг
|
|
|
|
882. Төмендегі кесте бойынша 1000 км жол жүру үшін ең тиімді болғанда қанша теңге төленетінін анықтаңыз.
Жанар май құю
|
1 л бензин
|
100 км жолға
|
бекеті
|
бағасы
|
жұмсалатын
|
|
|
бензин мөлшері
|
А
|
125
|
11 л
|
В
|
127
|
9 л
|
С
|
126
|
10 л
|
A)
|
10600 тг
|
B) 11430 тг
|
C) 11330 тг
|
D)
|
13750 тг
|
E) 12600 тг
|
|
|
883. Кестедегі мәліметтерді пайдаланып ең тиімді
|
сатып алуды табыңыз.
|
|
|
Қоршау
|
|
3 метрлік
|
4 метрлік
|
ұзындығы
|
|
шарбақ құны
|
шарбақ құны
|
50 м
|
|
|
900тг
|
|
1100тг
|
A) 3
|
м-лік шарбақтан 20шт
|
B) 3 м-лік шарбақтан 4
|
шт, 4 м-лік шарбақтан 12 шт
3 м-лік шарбақтан 6 шт, 4 м-лік шарбақтан 3шт,
D) 13750 тг E) 12600 тг
884. Бірінші банкте 1 еуро бағасы 383,4 теңге. Арман екінші банктен 120 еуроны 45768 теңгеге сатып алса, ал Қанат 45 еуро үшін 17262 теңге төледі. Еуроның бағасы ең арзан болатын банктен 10 еуроны қанша теңгеге сатып алуға болады?
A) 3814 B) 3811 C) 3817 D) 3812 E) 3810
Кестеде әр жылдардағы Шкода және Шевролет автомобильдерінің бағаларының графигі берілген. Тік осьте көліктің бағасы, көлденең осьте жылдар көрсетілген. Жыл бойы екі автомобильдің де бағалары 4000000-нан кем емес болған жылдарды көрсетіңіз.
2009ж., 2010ж., 2011ж., 2012ж.
2011ж.,2012ж.C) 2009ж., 2010ж., 2011ж.
2009ж., 2010ж., 2012 ж.E) 2009ж., 2009ж
886. Кестеде әр жылдардағы Шкода және Шевролет автомобильдерінің бағаларының графигі берілген. Тік осьте көліктің бағасы, көлденең осьте жылдар көрсетілген. Шкоданың бағасы Шевролет бағасынан жыл бойы жоғары болған жылдарды көрсетіңіз
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)
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