Төмендегі сұрақтарға жауап берейік:
Excel бағдарламасындағы жұмыс парағын компьютерден көрсете отырып, қысқаша таныстырыңдар (Жұмыс парағы деген не? Ол неше жол, неше бағаннан тұрады? Олар қалай таңбаланады? Әрбір парақтың аты қай жерде көрініп тұрады?).
Электрондық кестенің мәлімет енгізетін ең кіші элементі қалай аталыды? Оның адресі қалай жазылады? Экранда сұралған адрестер (мысалы, C4, В7, G9) бойынша көрсетіңдер.
Кестенің ұяшықтарына мәліметтердің қандай типтерін енгізе аламыз? Excel-де енгізілген сандық және мәтіндік мәліметтер автоматты түрде ұяшықтардың қай жағына орналасады?
III. Жаңа тақырыпты түсіндіру (20 минут)
Сабақтың тақырыбы: Электрондық кесте құру және форматтау
Осы сабақтың негізгі мақсаты:
Электрондық кесте құру және форматтауды сабақ барысында үйрене отырып, меңгерген теориялық білімдерін тәжірибелік жұмыстар жасауға, тапсырмалар орындауға қолдану.
Excel-де даярланатын құжат Жұмыс кітабы деп аталатынын біз алдынғы сабақтан білеміз. Сол бойынша «260 - топ» деген атпен жұмыс кітабын құрайық. Ол үшін Microsoft Excel 2010 бағдарламасын қоысып, ашылған жұмыс кітабын «260 - топ» деген атпен сақтайық.
Жұмыстық парақтарымен жасалатын әрекеттер:
Жұмыстық парақтың атын өзгерту: 1) Главная → формат → Переименовать лист; 2) жұмыстық бетке сәйкес ярлыктың атына екі рет шертіледі 3) ярлыктың контекстік мәзіріндегі Переименовать командасы орындалады да жаңа ат жазылады.
Жұмыстық парақты жою: 1) Главная→Удалить→Удалить лист; 2) параққа сәйкес ярлык контекстік мәзіріндегі Удалить командалары арқылы жүзеге асырылады.
Парақтың орынын ауыстыру: 1) Главная → формат → Переместить/Скопировать лист; 2) бетке сәйкес ярлык контекстік мәзіріндегі Переместить/Скопировать лист командаларының көмегімен; 3) ең оңай әдісі тінтуірдің сол жақ пернешігін парақ үстіне басып тұрып, жылжыту арқылы жүзеге асырылады.
Парақты көшіру: Парақты көшіруді орындау үшін 1) Главная → формат → Переместить/Скопировать лист терезесіндегі Создать копию бөлімі іске қосулы болу керек, сол арқылы парақтардың алдына не артына көшірілген парақты қоя аламыз; 2) кошірмесін алғалы отырған парақты белсенді етіп, Ctrl пернешігін басып тұрып, тінтуірмен аламыз да, таңдалған орынға қоямыз.
Парақ қосу: 1) жұмыстық бет ярлыгына шертілгенде шығатын контекстік мәзірден Вставка диалогтық терезесінен Лист белгісі таңдалынып, ОК басылады; 2) парақ орналасатын жердегі стандартты белгішенің көмегімен қосылады; 3) shift+f11 пернелер комбинациясымен қосылады.
Өзіміз жұмыс жасап отырған («260 - топ») жұмыс кітабын 2 жұмыс парағын қамтитын етіп алайық. 1-жұмыс парағының атын «керекті құралдар», 2-жұмыс парағының атын «қажетті материалдар» деп жазайық.
Ұяшыққа мәліметтерді толтыру:
MS Excel бағдарламасындағы парақтардағы ұяшықтарға мәліметтерді теру арқылы толтыруға болады. («260 - топ» жұмыс кітабына 3-парақты қосып, «мәтін» деген ат берейік) (1-сурет).
Ұяшықтың көлемін үлкейту және кішірейту бағаналар немесе жолдар арасындағы шекара сызққа тінтуірді апарып, , белгішелер пайда
болғанда оңға, солға, жоғары, төмен жылжытамыз. Ұяшық түсі мен мәтін түсін Word бағдарламасындағыдай өзгерте аламыз.
Ұяшықтарды біріктіру үшін Формат – Ұяшық (Формат – Ячейки) командасын орындап Туралау (Выравнивание) парақшасында Ұяшықтарды біріктіру (Объединение ячеек) жалаушасын орнатыңыз.
Ұяшықтардағы мәтінді қажет бағытта орналастыру үшін Формат – Ұяшықтар (Формат – Ячейки) командасын орындап, Туралау (Выравнивание) парақшасының Бағыт (Ориентация) бөлігінен қажет бағытты таңдаңыз.
Мәтінді форматтау үшін Формат – Ұяшықтар – Қаріп (Формат – Ячейки –Шрифт) командасын, ал ұяшық жақтауларын сызу үшін Формат – Ұяшықтар – Шекара (Формат – Ячейки – Граница) командаларын пайдаланыңыз.
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1-сурет. A1:E3 ұялар диопозонындағы ұяшықтарға мәтін енгізу
Автоматты түрде толтыруға да болады. Ұяшықтарды автоматты түрде толтыру үшін («260 - топ» жұмыс кітабына 4-парақты қосып, «автотолтыру» деген ат берейік):
Қатар орналасқан екі ұяшыққа прогрессияның алғашқы екі мүшесі жазылады;
Мәлімет жазылған диапазон немесе екі ұяшық белгіленеді;
Тышқан көрсеткішін белгіленген диапазон облысының оң жақ теменгі бұрышына апарсаңыз көрсеткіш қара түсті «қосу белгісіне» (+) өзгереді, бұл белгіні толтыру маркері деп атайды. Әрі қарай толтыру маркерін тышқанның батырмасын басып отырып қажет ұяшыққа дейін соза бересіз (2-сурет).
![](data:image/png;base64,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)
2-сурет. Автоматты түрде толтыруды көрсететін кесте диопозоны
Ұяшықтың немесе диопозонның жақтауларын сызу үшін:
Аспаптар тақтасындағы Шекара (Границы) батырмасын пайдаланыңыз;
3-суреттегідей ұяшықтарды форматтау диологтық терезесін пайдаланамыз.![](data:image/png;base64,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)
3-сурет. Ұяшықтардың шекарасын сызу терезесі
Excel-де дайындалған парағымыз қандай болғанын көру үшін:
4-суреттегідей парақтың параметрлерін көрсететін диологтық терезені пайдаланамыз;![](data:image/png;base64,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)
4-сурет. Парақтың параметрлерін көрсететін диологтық терезе
Жұмыс кітабының оң жақ астыңғы бұрышындағы Разметка страницы бөлімін пайдалану арқылы (5-сурет). 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)
5-сурет. Разметка страницы арқылы парақты көру
IV. Жаңа тақырыпты бекіту (10 минут)
Бекіту тапсырмалары:
№1-тапсырма. Суретте көрсетілгендей жұмыс кітабын және жұмыс парағын дайындайық: ![](data:image/png;base64,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)
Нұсқау: Тапсырмада ұяшықтарды біріктіру, ұяшықтарға мәтін және сандар енгізілген. Жұмыс кітабына және жұмыс парағына ат берілген. Соңында парақты қарап шығу барысы көрсетілген. Осы амалдарды толық орындап көрсетейік.
№2-тапсырма. «SIN_kaz» электрондық оқулығынан 8-модуль «MS Excel бағдарламасында жұмыс істеу. Электронды кестелерді әзірлеу» бойынша тапсырмаларын орындау.
V. Сабақты қорытындылау (2 минут)
Электрондық кесте құру және форматтау туралы игерген білімдеріңді пайдалана отырып, орындаған өздік жұмыстарыңды аяқтап, көрсету. Сол арқылы:
Жеткен жетістіктерді айту
Жіберген кемшіліктерді көрсету
Дұрыс орындалуын көрсету
Жұмыс орнын жинау
Үй тапсырмасы: Берілген үлгі бойынша кесте дайындау
1-кесте
Достарыңызбен бөлісу: |