Повторяем линейную функцию. Урок 9

Задание 1. Переместите БОЛЬШИЕ ТОЧКИ, чтобы переместить график линейной функции. Покажите сетку, если хотите. Затем ответьте на следующие вопросы.
Как мы можем определить угловой коэффициент прямой, взглянув на ее уравнение? Объяснить.
Как мы можем определить начальную ординату, глядя на уравнение функции? Объяснить.
Задание 2. Потренируйтесь в записи формулы линейной функции по ее графику.
Задание 3. Запишите формулы линейных функций, которые заданны графически.
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Задача 4. Дима сказал, что эти графики отсортированы от наименьшего к наибольшему. Миша сказал, что они упорядочены от самого большого до самого маленького. Но это графики, а не числа!
Как вы думаете, что подразумевают Дима и Миша?[br][img]data:image/png;base64,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[/img][br]
Задача 5 . Диана зарабатывает 7 евро в час, подстригая газоны своих соседей.
а) Назовите две величины в этой ситуации, которые находятся в функциональной зависимости.
b) Какую переменную вы выбрали в качестве независимой переменной?
[br] c) Какая переменная является зависимой?
d) Напишите уравнение, представляющее данную функцию.[br]
e) Вот график функции. Обозначьте оси. Запишите координаты двух точек этой прямой.
Задача 6. Есть четыре бака с водой.
[list][*]Количество воды в литрах в баке [math]A[/math]определяется функцией  [math]A=200+8t[/math], где [math]t[/math] выражается в минутах.[/*][*]Количество воды в литрах в баке  [math]B[/math] начинается с 400 литров и уменьшается со скоростью 5 литров в минуту. Эти функции работают, когда[math]t\ge0[/math] and [math]t\le80[/math].[/*][/list]В каком баке было больше воды первоначально?
Напишите уравнение, представляющее связь между [math]B[/math] и [math]t[/math].
Наполняется один бак. Вода в другом убывает. Какая функция описывает какой процесс? Как вы можете это объяснить?
Количество воды в литрах в баке   [math]C[/math], определяется функцией [math]C=700-7t[/math]. Он наполняется или сливается? Можете ли вы это сказать, просто взглянув на уравнение?
График функции количества воды [math]D[/math] в литрах в баке D в зависимости от  [math]t[/math] показан на рисунке. 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[/img][br]Он наполняется или сливается? Как вы это определили?[br]
Задача 7. Ной каждую неделю откладывает деньги на свой счет, чтобы накопить деньги. На графике показана сумма, которую он накопил, как функция времени с момента открытия счета.
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[/img][br][br] [size=150]Елена открыла счет в один день с Ноем. Количество денег [math]E[/math] на ее счету дается функцией [math]E=8w+60[/math], где [math]w[/math] это количество недель с момента открытия счета.[/size][br][br]Кто начал с большим количеством денег на счету? Объясни, как ты это узнал.
Кто копит деньги быстрее? Объясни, как ты это узнал.
Сколько Ной накопит в течение года, если не будет снимать деньги со счетов?
Сколько времени понадобится Елене, чтобы накопить столько же?
Cerrar

Información: Повторяем линейную функцию. Урок 9