Ұяшықты толтырудың және редактрлеудің қандай әдістері бар? Көршілес және көршілес емес диапазондарды қалай белгілейміз? Жолды және бағанды автосуммалау қалай орындалады? Бір жұмыс кітабында бір парақтан екінші параққа көшу қалай іске асырылады? Формулада абсолютті және аралас сілтемелер қалай белгіленеді?
№4 Зертханалық жұмыс
MS Excel графикалық мүмкіндіктері. Диаграмманы құру
Мақсаты - әр түрлі типті диаграммалар және графиктер құрып үйрену;диаграммаларды өңдеу және безендірудің негізгі әдістерін меңгеру
Қысқаша теориялық мәліметтер
Негізігі диаграммалар түрлері
Дөнгелек – Бүтін бөліктер арасындағы салыстырмалы сәйкестігін бейнелеуге қолданылады используется для отображения относительного соотношения между частями целого.
Сызықтық – Бүтін бөліктер арасындағы мәндерін салыстыру үшін.
Гистограмма – сызықтықа ұқсас. Бүтін бөліктер арасында сәйкестігін көрсету үшін пайдаланылады. Используется для показа соотношения между частями целого.
График –тең уақыт аралықтарында деректердің өзгересін көрсетеді для отображения тенденций изменения данных за равные промежутки времени.
Нүктелік –екі қатар мәндер арасындағының айырмашлығын бейнелейді для отображения различий между значениями в двух рядах.
Облыстармен – белгілі бір уақыта шамасының өзгеруін көрсетеді для подчеркивания величины изменения в течении определенного промежутка времени.
Диаграммалары көбі көлемді болу мүмкін, бұл қасиетті әр түрлі деректер жиынтықтар арасында айырмашылығын. Excel ішінде басқа диаграммалар түрлері де бар.
Диаграмманы Шебер көмегімен жасайды. Оны шақыру үшін Вставка –Диаграмма коммандасын орындау қажет. Диаграмманы құру 4 қадамнан тұрады.
Бірінші қадамда: Диаграмма типін, түрін анықтайды.
Екінші қадамда: Бағандардың орналасуын, диаграммада мәліметтер баған немесе жол бойынша көрсетілетінін анықтауға болады.
Үшінші қадамда: диаграммаға тақырыптарды, мәндерді, легенданы орналастыруға немесе алып тастауға болады.
Төртінші қадамда: Диаграмманы орнастыратын жерді анықтауға болады.
Тапсырма
А![](data:image/png;base64,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) ). Төмендегі кестені теріңдер:
2. Осы кестедегі мәліметтерді пайдаланып, диаграммалар құрайық.
3. 1-ші сынып бойынша оқушылардың бойының көрсеткішіне диаграмма құрамыз, ол үшін А3:В6 блогын белгілеңіз де, Вставка – Диаграмма командасын немесе стандарттық тақтадағы батырмасын басыңдар.
4. Ашылған Диаграмма шеберінің (4-тің 1-ші қадамы) терезесінен Тип өрісінен – Дөңгелек (Круговая), ал Түр өрісінен 5-ші түрі - кесілген дөңгелек диаграмманы таңдаймыз да, Нәтижені көру (Просмотр результата) батырмасын басып тұрып, құрылатын диаграмманы көрінісін көреміз де, Әрі қарай (Далее) батырмасын басамыз.
5. Диаграмма шеберінің (4-тің 2-ші қадамы) терезесі ашылады. Егер біз диаграмма шеберінің алдында мәліметтерді белгілемесек, онда осы терезеде оны көрсету керек, бірақ біздің мысалымызда мәліметтерді диаграмма шеберін іске қосу алдында оларды белгілеу арқылы орындалды. Содықтан бұл терезеде ешқандай әрекет жасамаймыз. Әрі қарай (Далее) батырмасын басыңыздар.
6. Диаграмма шеберінің (4-тің 3-ші қадамы) терезесінде диаграмма параметрлерін енгізу қажет. Тақырыптары (Заголовки) астарлы бетінде Диаграмманың атын енгіз, Түсініктеме (Легенда) астарлы бетінде түсініктеменің орналасуын көрсет, ал Подписи данных астарлы бетінде мәнін (значение), үлесін (доля) немесе категориясын көрсет те, Әрі қарай (Далее) батырмасын басыңыздар.
7. Диаграмма шеберінің (4-тің 4-ші қадамы) терезесінде диаграмманың орналасуын таңдау керек: Егер сіз имеющиеся командасын таңдасаңыз, онда сіздің диаграммаңыз кесте орналасқан параққа орналасады, ал егер отдельном командасын таңдасаңыз, онда сіздің диаграммаңыз жеке терезеде орналасады.
Біз бұл диаграмманы жеке параққа орналастырайық, яғни отдельном командасын таңдап, өрістегі Диаграмма1 сөзін өшіріп, оның орнына 1-сынып сөзін енгізейік те, Дайын (Готово) батырмасын басыңыз.
Диаграмманы түстермен безендіру
8. Енді осы диаграммаға фон берейік, ол үшін диаграмманың кез-келген ақ жерінен тышқанмен бір рет шертеміз, сонда диаграмма белгіленеді, яғни диаграмманың шеттеріне сегіз “түйнек” шығу керек.
9. Содан кейін Формат – Выделенная область диаграммы... командасын орындаймыз, сонда Формат области диаграммы терезесі ашылады.
10. Осы терезеден кез-келген түсті таңдаңыз да, Способы заливки батырмасын басамыз, ашылған терезедегі Градиентная астарлы бетінен Два цвета командасын таңдаймыз. Цвет 1 және Цвет 2 өрістеріне түстер бере отырып, оны өзгертуге болады. Егер ол түстер ұнамаса, Заготовка командасының ішінен немесе Текстура астарлы бетінен басқа фондар таңдауға болады.
Фон таңдап болғаннан кейін, ОК батырмаларын басыңыздар. Сонда сіздің диаграммаңыз таңдаған фоныңызға боялады.
Б). Енді осы кестедегі 2-сынып бойынша диаграмма құрайық, ол үшін: Кесте тұрған параққа көшіңіздер. А4:А6 блогын белгілеңіз, содан кейін Сtrl пернесін басып тұрып, С4:С6 блогын белгілеңіз де, Диаграмма шеберін қосып, жоғарғыдағыдай әрекеттер орындап диаграмма құрыңыз, ол диаграмманың Типі – Сақиналы (Кольцевая), ал Түрі – Кесілген сақиналы диаграмма, яғни 2-ші түрі болсын.
В). Төмендегі кестедегі мәліметерді қолдана отырып, мынадай диаграммалар құр:
Қазақстан халқының ұлттық құрамы (%)
|
|
1926
|
1939
|
1959
|
1970
|
1979
|
1989
|
1997
|
Қазақтар
|
57,1
|
38
|
30
|
32,6
|
36
|
39,4
|
50,7
|
Орыстар, украиндықтар, белорустар
|
33,1
|
51,5
|
52,1
|
51,1
|
48,1
|
44,3
|
37,7
|
Басқалар
|
9,9
|
10,5
|
17,9
|
16,3
|
15,9
|
16,3
|
11,6
|
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)
![](data:image/png;base64,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)
Бақылау сұрақтар :
Мастер диаграммаларда неше қадамдан тұрады?
Диаграммалардан деректер бағаналарын қалай жою керек?
Диаграмманың қандай түрлерін білесіңдер?
Как в диаграмме изменить порядок рядов данных?
Берілген диаграммаға деректерді қалай қосуға болады?
№ 5 Зертханалық жұмыс
MS Access. Кесте аралық байланыс. Сүзгі және сұрыптау.
Қысқаша теориялық мағлұмат
Microsoft Access бағдарламасын іске қосқаннан кейін ашылған терезеден Новая база данных командасын таңдап ОК батырмасын басу керек. Одан кейін Фал новой базы данных терезесі пайда болады. Пайда болған терезеде жаңа базаның атын беріп сақталу орнын көрсету қажет. Одан кейін экранда ДҚ-ның объеквтілері көрсетілген терезе пайда болады, олар: кесте, сұраныс, форма, есеп, макростар, модульдер.
ДҚ жоспарлау.
ДҚ құрудан бұрын келесі сұрақтарды міндетті түрде қарастырған жөн:
ДҚ-да қандай мәліметтер сақталады және оларды қалай ұйымдастырамыз? Бұл қандай кестелер қажет екенін және олардың арасындағы байланысты анықтауға мүмкіндік береді.
ДҚ-мен қандай әрекеттер жасау керек екенін?- бұл қандай формалар форма құру қажеттігін анықтайды.
Қандай құжаттарды баспаға шығару қажет ? – бұл қандай есептер құру қажеттігін анықтайды.
Кестелер мен олардың арасындағы байланыс ДҚ негізі болып табылатын мәліметтер моделін көрсетеді.
ДҚ-ның кестелерін жобалаған кезде:
Ақпараттар қайталанбау керек. Егер қайталанатын жағдай болса, онда оны екі ке,стеге бөліп, кілттік өрісін анықтап, осы кілттік өрістер арқылы өзара байланыстыру керек.
Қайталанатын топтар болмауы керек.
Қайталатын топтар – бұл бір жолдың бойында бірнеше рет қайталатын бағандар.
Мысалы, фирмалар мен мекемелердің аты жазылған 10 бағаннан тұратын кесте делік. Бірақ мекемелердің аты 10 –нан кем сондықтан бұл кестедегі өрістердің көбі бос болады.
Әрбір кесте нақты әлемнің мәнін сипаттау керек. Мысалы, бір кестеге фирма қызметкерлері мен олармен келісім шарттары туралы мәліметтер сақтауға болмайды.
Мүмкін болған жағдайда бірінші кілтті қолданған жөн. Бірінші кілттер кестелерді байланыстыруға мүмкіндік береді.
Анықтамалық ақпараттарды бөлек кестеге орналастырған дұрыс.
Access –те кесте құру.
Кесте- дқ-ның негізі болып табылады. Кесте құру үшін ДҚ терезесін ашып, Кестелер-ҚҰРУ командасын беру қажет . Жаңа кесте сұхбаттық терезесі көрінеді. Онда кесте құрудың 3 режимі бар:
-кесте режімі
- кестелер шебері
- конструктор.
Кестелер конструкторы.
Кесте конструкторын түрлі әрекеттер үшін пайдалануға болады:
өріс атауын өзгерті; өріс типін өзгерту;
өріс өлшемі мен форматын қайта орнату;
жаңа өріс қосу;өрісті кілтті ету;
жаңа кесте құру; өрісті индексті ету және т.б.
Кестенің өріс типін өзгерту үшін осы терезенің «Деректертипі» бағанынан өріс қатарында орналасқан ұяшықты таңдау қажет. Оның оң жағында тілсызық түймесі пада болады. Оны шертіп ашылған тізімнен қажетті типті таңдаса болғаны.
Өрісті кілтті ету үшін көрсеткішті атауының үстіне әкеліп, тышқанның оң түймесін шерту керек. Көрінген жанама мәзірден Кілтті өріс қатарын шерту жеткілікті.
Кестелерді байланыстыру
Аспаптар панелінің Деректер схемасы түймесін шертіп не Сервис-деректер схемасы командасын беріп, осы атаулы терезесін ашу.
Мәзір арқылы Байланыстыру- Кестені қосу командасын беріп не аспаптар панелінің «Кестені қосу» түймесін шертіп, кесте атауларының тіімі енгізілген «кестені қосу» терезесін шығару.
Соңғы терезеден байланыстырылатын кесте атауларын таңдап, «Қосу» түймесін шерту. Таңдалған кестелер Деректер схемасы терезесіне кірістіріліп қойылады.
«Кестені қосу» терезесін жабу.
Жылжыту және қалдыру әдісі бойынша байланыстыру.
Пайда болған «Байланыстар» атаулы терезенің «берілгендер тұтастығын қамтамасыз ету» ауыстырып қосқышын орнатып, «біріктіру» түймесін шерту керек.
Формалар.
Форма- берілгендерді экраннан енгізуді жеңілдету үшін дайындалған бланк. Форманы кесте негізінде құрып, оған өзгерістер енгізуге болады. Бұл кезде өзгерістер автоматты түрде кестеге де енгізіліп қойылады.
Форма құрудың 3 тәсілі бар:
автоформа
формалар шебері
қолдан құру.
Автоформа- кестені автоматты түрде форма түрінде көрсетудің қарапайым түрі.
Форма шебері арқылы құру 4 қадамнан тұрады.
Бірінші қадам терезесінде өрістерді «таңдалған өрістер» бөліміне көшіру.
Екінші қадам терезесінде Бір бағанға, Таспалық, Кестелік , Тцраланған атаулы ауыстырып қосқыштар көрінеді. Олардың бірін таңдау керек.
Соңғы терезеде жаңа формаға ат беріп, Дайын түймесін шерту.
Есептер.
Есеп – кесте не сұраныстың басып шығаруға дайындалған түрі. Формадан айырмашылығы – ол деректер енгізу үшін емес, тек шығару үшін құрылады.
Автоесеп – есепті автоматты түрде құрудың қарапайым тәсілі. Оны екі түрде құру мүмкін: бағандық және таспалық. Олар форма типтеріне ұқсас.
Есептер шебері формалар шебері сияқты программа, оның алты қадамдық сұхбаттық терезесі бар.
Конструктор терезесі арқылы Автоесеп пен Есептер шеберін пайдаланып құрылған есеп элементттерінің орналасу форматын қолдан өзгертуге болады.
Тапсырма
Деректер қорының кестесін құру.
Сендертің топтарындағы студеттер туралы мәліметтері бар деректер базасын құрайық. Ол үшін келесі әрекеттерді орындайық:
MS Access бағдарламасыфн іске қос
Ашылған терезеден новая база данных командасын таңда.
Жаңа деректер қорының файлын ДЕКАНАТ_ДК деп сақтаңыз.
Ашылған ДҚ терезесінен таблица қалташасын таңдап, создать командасын орындаңыз.
Конструктор көмегімен кесте құрыңыз.
Келесі кестеге сәйкес кестенің өрістерін құрыңыз:
Өріс
|
Өріс типі
|
Өріс өлшемі
|
Номері
|
Счетчик
|
|
Фамилия
|
Текстік
|
15
|
Аты
|
Текстік
|
10
|
Әкесінің аты
|
Текстік
|
15
|
Туғанжылы
|
Дата
|
Қысқа формат
|
Топ атауы
|
Текстік
|
7
|
Адрес
|
Текстік
|
20
|
Өрістің типін анықтау үшін, тип данных бағанына апарып контексті меню белгісін қолданыныз
Кестенің біріншілік кілтін анықтаңыз. Берілген кестеде кілтті өріс номер болады. Оны кілтті ету үшін Правка – ключевое поле командасын орындаңыз.
Кестені Студент атымен сақтаңыз.
Деректерді енгізу және редактрлеу.
Деректер қорында пайда болған кестені толтыру үшін открыть командасы арқылы ашу керек.
Кестеге 6-7 жазба енгізу керек. Топ атауы өрісіне 56,57,58 нөмерлерін енгізіңіз. Енгізілген жазбаларды редактрлеңіз.:екінші жазбадағы фамилияны ауыстырыңыз.
Туған жылы өрісіндегі беренші жазбаны өзгертіңіз.
Кестедднгі соңғы жазбаны жойыңыз.
Тағы да екі жазба енгізіңіз.
Кестені сақтап, жабыңыз.
Көп кестелі деректер қорын құру.
Студенты кестесін құрғандағы технологияны пайдалаып, СЕССИЯ және СТИПЕНДИЯ кестелерін құрыңыз.
СЕССИЯ
Кілт
|
Өріс
|
Өріс типі
|
Өріс өлшемі
|
Ключ
|
Номер
|
Текстік
|
|
|
1 баға
|
Текстік
|
Фиксированный
|
|
2 баға
|
Текстік
|
Фиксированный
|
|
3 баға
|
Текстік
|
Фиксированный
|
|
4 баға
|
Текстік
|
Фиксированный
|
|
Қорытынды
|
Текстік
|
5
|
СТИПЕНДИЯ
Кілті
|
Өріс
|
Өріс типі
|
Өріс өлшемі
|
Кілт
|
Қорытынды
|
Текстік
|
5
|
|
Пайыз
|
Сандық
|
Пайыздық
|
Кестені деректермен толтырыңыз.
Қанағат.
|
Жақсы.
|
Жақсы1
|
өте жақсы
|
2 және 3
|
Екі 4 және оданда көп
|
5 5 5 4
|
5 5 5 5
|
Осы кестеге сүйеніп Қорытынды өрісін толтырыңыз.
Келесі кестеге сәйкес процент кестесін толтырыңыз:
Қорытынды
|
пайыз
|
Қанағат.
|
0,00%
|
Жақсы.
|
100,00%
|
Жақсы1.
|
200,00%
|
өте жақсы.
|
300,00%
|
Кестені сақтаңыз.
Кестелер арасында байланыс орнату.
Деканат ДҚ студент, стипендия, сессия кестелері болуы қажет. Сервис - Схема данных арқылы байланыс орнатыңыз.
Ашылған терезеге 3 кестені де қосыңыз.
Сессия және студент кестелері арасына байланыс орнатыңыз. Ол үшін Студент кестесінің номер өрісін Сессия кестесінің номер өрісіне апарыңыз.
Ашылған Связи терезесінен обеспечение целостности данных, каскадное обновление полей, каскадное удаление связанных полей белгілерін екпінді етіңіз. Создать батырмасын басыңыз.
Стипендия , Сессия кестелерін байланыстырыңыз.
Схема данных терезесін жабыңыз.
Өздік жұмысына арналған тапсырма:
Деканат ДҚ-на жаңа факультет кестесін қосыңыз:
Мамандық шифрі
|
Мамандық атауы
|
Факультет атауы
|
05435
|
«Менеджмент»
|
экономикалық
|
03565
|
«Маркетинг»
|
экономикалық
|
07867
|
«Юриспруденция»
|
Заңгерлік
|
04564
|
«Правоведение»
|
Заңгерлік
|
04565
|
«Таможенное дело»
|
Заңгерлік
|
Студент кестесіне мамандық шифрі өрісін қосып, факультет кестесімен байланыстырыңыз.
Іздеу, сұрыптау, саралау
Студент кестесін форма режімінде ашыңыз.
Фамилия бойынша іздеу жүргізіңіз.
Правка- найти командын қолданыңыз.
Форманы жабыңыз.
Студент кестесін ашыңыз.
Жазбаларды алфовит бойынша сұрыптаңыз.
Фильтр арқылы 57 топтағы студенттерді шығарыңыз.
Бақылау сұрақтары:
Access – тің негізгі элементтерін атаңыз
ДҚ-ның негізгі объектілерінатаңыз
Кестемен жұмыс істеудің қандай режимдерін білесіз?
Access ДҚ-да конструктор дегеніміз не?
Кілттік өріс не үшін қолданылады?
Не үшін ДҚ-да кестелерді өзара байланыстыру қажет?
Кестелер арасындағы байланыс түрдерін атаңыз.
Кестелер байланысы 0андай шартқа сәйкес орындалады?
«Бір-біріне», «Бірдің көпке», «көптің-көпке» қатынастарын қалай түсінесіз?
деректер біртұтастығы дегенді қалай түсінесіз?
Форма не үшін қолданылады?
Форманың қандай түрлерін білесіз? Әртүрлі кестедегі өрістер бойынша форма құруға бола ма?
Есептер құру жолдары? Есептер не үшін қолданылады?
Форма құру жолының есеп құру жолынан айырмашылығы?
6.Зертханалық жұмыс
MS Access. Сұраныстарды құру.
Жұмыстың мақсаты: Студентердің сұраныс құру қабілетін тексеру
Теориялық мағлұмат
Сұраныс – жазбаларды таңдау, кестелерді жаңарту және жазбаларды кестелерге енгізу. Көбінесе сұраныстар нақты топ жазбаларын анықтау үшін пайдаланады, қанағатандырылған шартқа беріледі. Сонымен қатар, сұраныстар мәліметтерді қиыстуруге мүмкіндік береді, әр түрлі кестелерде болатын, бiр iзге салған түр кестелердiң сабақтас мәлiмет элементтерiне қамтамасыз етеді.
Қарапайым сұраныстардың ұстаны қолдану.
Өз атауына сәйкес, бұл ұста мәлiмет iрiктеуiне сұрау салулар тек қана өте бос сұраныс және кәдiмгi қолданушыларға сондықтан қолданылады - профессионал еместермен.
Қарапайым сұраныстар басқа сұранысдардан айырмашылығы, ол құру:
Сұраныс таңдаудың белгiсiн толықсытып немесе сұраныстарды iрiктеудi рет анықтауға болмайды.
Өрiстердiң сұрау салуындағы рет өзгертуге болмайды; өрiстер оларда ұстаның бiрiншi терезесiндегi таңдалғандары болатынын әрдайым сол ретте көрсетiледi.
Егер бiр немесе бiрнешесi өрiстерi санмен көрсетiлген болса, онда ұста соманы, (өрiстер ) цифрларға өрiстiң орташа, ең төменгi немесе максимал мән ұсынатын жиынтық сұраныс жасауға мүмкiндiк бередi. Сұраныстың нәтижелерiнiң жиынына жазуларды санның есептеуi сонымен бiрге қосуға болады.
Егер бiр немесе бiрнешесi өрiстер Date/Timeнiң түрлерiн алса, онда күнге, айға, тоқсанға, жылға диапазонға мәлiмет бойыншаларын топталу орындайтын қорытынды сұрау салу беруге болады.
сұраныстарды қолдану конструкторлары.
Сұранысты бос тұруды ұстаның мүмкiндiктерi шектелу жеткiлiктi. Жақсы жол сұраныстар конструктордың сұранысты бланкпен сонымен бiрге деп аталатын график түрiнде терезесiн қолданылатындай етiп тұрады. Accessтың өте қуатты құралдарының бұл бiрлерi.
Егер керек, бiздер SQLның тiлiндегi сауалдың мәтiнiн бланктiң жоғарғы бөлiгiндегi кестесi толықсытып алып тастасақ, астына өрiстiң iрiктеуi үшiн қажеттi орын алмастырып, кестелердiң арасындағы байланыс керек өзгерте iс жүзiнде қалыптастырамыз.
Құрастырылған сұранысты орындау iске қосу батырманы басссақ нәтиженi байқаймыз.
Сұраныстың түрлері.
Accessтарға сұрныстардың 4- негiзгi түрлерiнiң жасауға мүмкiн:
Iрiктеу сұраныстары - бiр немесе бiрнеше кестелерден мәлiметтерi алады.
Әрiлi-берiлi сұраныстар - электрон кестесiнi бiр немесе бiрнеше кестелердi сергектедiден формаға мәлiметтерiн жинақтайды. Бұл сұраныстар мәлiметтердiң талдауы және графиктер және көп жазулардың санмен көрсетiлген өрiстерiнiң мәндерiнiң сома негiзделген диаграммалардың жасауы үшiн пайдалы.
Өзгерiске беретін сұраныстар - бұл сұраныс жаңа деректер қорын немесе кестелерге өзгерістерді енгізеді.
Осындай сұраныстар жаңа жазбаларды кестелерге енгізу немесе өшіруге мүмкіндік береді, сұраныстарды конструкция кiрiстiрiлген өзгерiстер жазып өрнектер арқылы кiргiзу.
Сұраныстарды ықшамдау.
Дәл белгiлердiң тапсырмасы желi арқылы жөнелтiлетiн жолдар сандарын минимизациялауға мүмкiндiк бередi. Мысалы, тек қана ағымдағы айдың тапсырыстары таңдауға болады. Тарихи мәлiмет мұқтаж қолданушылар үшiн соңғы ай, бұл тоқсан, соңғы тоқсан жеке сұраныстар жасауға болады.
Бастапқы сұраныстарға тек қана сол өзi негiзгi мәлiметтердiң ұсынысы үшiн қажеттi өрiстер орынды қосу.
OLE Object және MEMOнiң түрiнiң өрiсiнiң бастапқы сұраныстарды қосу керек емес.
Тапсырмалар
Сұраныстармен жұмыс жасау
30. Деректер базасы терезесінде Сұраныс қыстырманы іске қосып, құру батырманы басу.
31. Конструктор режимін таңдап, таңдаманы растау.
32. Кестенiң қосымшасы пайда болған терезеде (студенттер ) сұрау салу өндiрiп алатын және қос командасын орындайтын кестенiң аты ерекшелеу. Бұл кестенiң өрiстерiнiң тiзiмi iрiктеуге сұраныс терезеде пайда болуы керек.
33. Кестені қосу терезесін жабу.
34. Iрiктеуге сұраныс қалған терезеде өрiстi бас жататын жоғарғы сол ұяшықты шерту.
35. Мысалы, фамилияның құрылған сұранысын бiрiншi өрiсiнiң атын осы ұяшыққа енгiзiңiз.
36. Бiрiншi жолдың ұяшықтары - атын, жынысын, туған күнін, тобын енгіз.
37. Фамилия өрiсі бойынша iрiктеудi орнату.
38. Енгiз таңдауының шарттарын жолда таңдауды белгiлi өрiс керек: топ өрiске - (сондай түрде кестеге енгiз сол күйінде кiргiз таңдауын шарт үшiн мәлiметтер) .
39. Запрос –пуск командасын орындңыз.
Көп кестелі ДҚ үшін сұраныс құру.
Фамилия, аты, әкесінің аты, топ атауы, пайыз өрістерін шығаратын, сұраныс құрып көреік:
Запрос-создать командасын орындаңыз.
Ашылған новый запрос терезесінен мастер арқылы қарапайым сұраныс құрыңңыз. Ол үшін с\туденты кестесінен фамилия, аты , әкесінің аты, топ атауы ал Стипендия кестесінен пайыз өрістерін таңдаңыз.Мастер жұмысын аяқтаңыз.
Алынған кестенің условия отбора өрісіне >0 шартын, пайыз өрісі үшін орнатыңыз. Ол үшін студенттер фамилиясын алфавит бойынша кеңейтілген сүзгі жүргізііңіз.
Сұранысты Бұйрық деп сақтаңыз.
Бақылау сұрақтары:
Сұраныс дегеніміз не?
Сұраныстың типтері?
Сұраныс құрудағы мастердің конструктордан айырмашылығы.
Іріктеу сұранысы дегеніміз не?
Әрлі-берлі сұраныс дегеніміз не?
7 Зертханалық жұмыс
MS Access –те есептер құру
Мақсаты: Студеттерге есептер құруды үйрету.
Қысқаша мағлұмат:
Есептер.
Есеп – кесте не сұраныстың басып шығаруға дайындалған түрі. Формадан айырмашылығы – ол деректер енгізу үшін емес, тек шығару үшін құрылады.
Автоесеп – есепті автоматты түрде құрудың қарапайым тәсілі. Оны екі түрде құру мүмкін: бағандық және таспалық. Олар форма типтеріне ұқсас.
Есептер шебері формалар шебері сияқты программа, оның алты қадамдық сұхбаттық терезесі бар.
Конструктор терезесі арқылы Автоесеп пен Есептер шеберін пайдаланып құрылған есеп элементттерінің орналасу форматын қолдан өзгертуге болады.
Тапсырма:
ДҚ-ғы отчет қалташасын екпінді етіңіз де создать батырмасын басыңыз.
Мастер көмегімен студеттер жайлы мағлұматы бар есеп құрыңыз. Онда фамилия, аты, туған жылы өрістері қолданылады. Есептің түрі табличный, стилі – строгий. Есепті сақтаңыз.
Бірнеше кестелердегі мағлұматтарды есепке шығару үшін сұраныстарды қолданған жөн.
бұйрық сұранысы негізінде есеп құрыңдар.
Есептің макетіне өзгерістер енгізу үшін вид-конструктор командасы қолданылады.
Вставка-Дата командасы арқылы есепке дата енгізіңіз. Есеп келесі түрде болу керек:
БҰЙРЫҚ ЖОБАСЫ
Топ атауы
|
Фамилия
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Аты
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әкесінің аты
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пайыз
|
|
|
|
|
|
есепті сақтаңыз.
Бақылау сұрақтары:
Есеп құрудың қандай жолдрын білесіз?
Есеп не үшін қажет?
Есепті құрудың форма құрудан айырмашылығы неде?
Дайын есепті қалай өзгертуге болады?
Поле объекта OLE типіне келетін өрісті қолдануға бола ма?
8. Зертханалық жұмыс.
Тақырып: Power Point–та презентация жасау. Power Point–та анимация эффектісін жасау
Мақсаты: презентацияны құру, анимациясын қосу, уақытты орнату
1.Тапсырма:
1. MS Office курсы бойынша лекциялар құрылымын жасау керек.
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слайд дайындау керек. Төменде көрсетілгендей бірінші слайдта – курстың атын және сағат санын көрсетіңдер (бұл презентацияның сыртқы беті).
Екінші слайдта – төмендегідей курстың құрылымын графикалық түрде бейнелеңдер.
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) л қалғандарында сабақтың мазмұнын төмендегі тақырыптарға сәйкес жасаңдар: MS Word; MS Excel; MS Power Point. Мысалы:
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