Тема: "Функция «Сцепить» в Excel".
план-конспект занятия на тему
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" />
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Вложение | Размер |
---|---|
Практический урок | 166.33 КБ |
Предварительный просмотр:
Тема: "Функция «Сцепить» в Excel".
Цели:
Образовательные:
- познакомить учащихся с алгоритмом работы функции «Сцепить» в табличном процессоре Excel;
- научиться применять ее в табличном процессоре Excel;
Развивающая:
- развивать способности сравнивать, сопоставлять.
Воспитательная:
- воспитывать информационную культуру учащихся.
Тип урока: комбинированный урок.
План урока.
Ход урока
- Организационный момент.
Приветствие, сегодня на уроке мы продолжим изучение электронных таблиц, познакомимся с алгоритмом работы функции «Сцепить», и научимся применять ее.
- Проверка домашнего задания.
Вопросы:
Какая разница между относительными и абсолютными ссылками?
Перечислите основные встроенные функции?
- Изучение нового материала.
Мы знаем, что Функция — это программа, которая выполняет определенные операции или вычисляет некоторую величину, например итоговое значение, среднее значение, величину ежемесячных процентных отчислений или среднее геометрическое группы чисел. Каждая функция имеет собственный синтаксис, которому необходимо следовать, чтобы получить правильные результаты. Если функция не является частью формулы, перед ее вызовом необходимо ввести знак равенства. После этого указывается имя функции, а затем один или несколько ее аргументов, заключенных в скобки. Все функции объединены в несколько категорий.
Сегодня научимся работать с функцией Сцепить
Для этого создадим небольшой тест, с подсчетом правильных ответов.
В столбце С формула =ЕСЛИ(B3="тяжелый";"ВЕРНО";"НЕВЕРНО") и этот столбец мы потом скроем.
В столбце D =СЦЕПИТЬ(C10)
С помощью статистической функции Счётесли подсчитаем количество правильных ответов.
Произведем подсчет для выставление оценки
- Работа за ПК в табличном процессоре Excel с использованием «Сцепить»
Вот несколько примером учащихся:
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