Құжаттағы формула жазылатын орынды анықтаңыз;
Вставка -> Объект->Тип объекта Microsoft Equation 3.0. командалары орындалып ОК басылады.
Саймандар панелінен Редактор формул немесе батырмасына шертіледі.
Кестеларды құру және форматтау. Word программасында тексті кестелар түрінде жазудың түрлі мүмкіндіктері қарастырылған. Мұның ең қарапайым жолы
табуляция позицияларын пайдалану болып есептеледі
..
Word программасында кестеларды құру және форматтау жолдары:
Шағын кестеларды саймандар панеліндегі Добавить таблицу батырмасын пайдаланып жасауға болады;
Текстік құжатқа бағандары мен жолдарының санын алдын-ала көрсетілген кестені жоғарғы мәзірдің Вставка ->Таблица-> Вставить таблицу командалары арқылы қояды. Бағандар мен жолдар санын Вставка таблицы диалогтық терезесіндегі счетчик-есептеуіштер көмегімен береді;
Таблицы и границы батырмасы, сондай-ақ Вставка ->Таблица-> Нарисовать таблицу командалары құжатқа қойылатын кестені қолданушының өзі сызып шығуына мүмкіндік береді;
Вставка ->Таблица-> Объединить ячейки (Разбить ячейки) командалары алдын ала белгіленіп алынған бірнеше ұяшықтарды біріктіруді немесе жекелеген ұяшықтарды бөлуді жүзеге асырады;
Кестелердегі ұяшықтарды бөліп тұрған сызықтарды алып тастауға немесе көрсетіп қоюға болады. Ол үшін Таблицы и границы саймандар панелінің Нарисовать таблицу и Ластик батырмалары пайдаланылады;
Вставка ->Таблица-> Экпресс-таблицы командасы көмегімен кестелар құруға арналған стандарт форматтағы дайын шаблондарды пайдалануға болады;
Кестелердегі есептеулер . Word текстік процессорында кесте бағандары мен жолдарында орналасқан сандармен жүргізілетін есептеулерді сәйкесінше басқа ұяшыққа
Вставка ->Формулы командасының көмегімен есептеп шығаруға болады.
Жаттығу жұмыстары.
1-жаттығу: Төменде берілген өрнектерді текстік құжатқа
Редактора формул
формулалар редакторын пайдаланып жазыңыз:
1)
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)
, 2)
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)
.
1. Жоғарыда айтылған тәсілдердің бірін пайдаланып Редактор формул іске қосыңыз;
2. Пернелік тақтадан s = символдарын теріңіз;
3. Редактора формул саймандар панелінен бөлшектің (знак дроби) белгісіне шертіңіз;
4. Бөлшектің алымына 2 жазыңыз, содан кейін суммы , батырмасына шертіп қажет белгіні таңдаңыз;
5. Пернелерден х символын теріп , әрі қарай индекс , батырмасына шертіліп қажет төменгі индекс таңдалынады да пернелерден i теріледі;.
6. Формуладағы бөлшектің бөлімі тұрған обылысқа сырт еткізгеннен кейін пернелік тақтадан 3+х өрнегін тереді;
7. Индекс , батырмасына шертіліп жоғарғы индекс алынады да пернеден 2 саны теріледі;.
8. 2) формуланы да осы әдіспен орындайды (өз бетінше).
Достарыңызбен бөлісу: