
Вопрос задан 30.06.2023 в 03:16.
Предмет Геометрия.
Спрашивает Байдос Асел.
Помогите решить графически систему уравнений:{y-6x=-25{y-x=5
Смотреть ответ margo3461 margo3461 Ответ: {y-6x=-25 5+x-6x=-25 {y=5+x => x=6 y=5+6 (x, y) =(6, 11) y=11 {11-6*6=-25 {11-6=5 Спасибо! Новые вопросы в Геометрия потрібно записати 5 задач з дано, дякую СРОЧНО ПОМОГИТЕ 45 БАЛОВ ПЖПЖПЖПЖП?!?!?!?!? ГЕОМЕТРИЯ НАЙДИТЕ КУТЫ ЗАДАНИЕ НА ФОТО СРОЧНО НАЙДИТЕ КУТИ ГЕОМЕТРИЯ 50 БАЛОВ КУТ 1 И КУТ 2 НАЙДИТЕ ПОМОГИТЕ СРОЧНО????!!!?! Доведіть рiвнiсть трикутників ABC i CDA зображених на малюнку, якщо АВ = CD, BC = AD. ПОМОГИТЕ ПОЖАЛУЙСТА!! *Дано рівнобедрена трапеція, основи якої = 5 та 7м та высотою 4м. Знайти середню лінію та площу трапеції. Предыдущий Следующий Вместе мы знаем больше Этот сайт использует cookies Политика Cookies . Вы можете указать условия хранения и доступ к cookies в своем браузере. 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Ответы на вопрос

Отвечает нейросеть ChatGpt. Будьте внимательны, ответы нейросети могут содержать ошибочные или выдуманные данные.
Давайте решим систему уравнений графически:
Сначала представим оба уравнения в виде уравнений прямых вида y = mx + b, где m - наклон прямой, а b - свободный член:
Уравнение 1: y - 6x = -25 Перепишем его в виде: y = 6x - 25
Уравнение 2: y - x = 5 Перепишем его в виде: y = x + 5
Теперь у нас есть две прямые в виде y = mx + b:
- Прямая 1: y = 6x - 25
- Прямая 2: y = x + 5
Давайте построим графики этих прямых и найдем их точку пересечения:
Сначала прямая 1 (y = 6x - 25):
- При x = 0, y = -25
- При x = 1, y = -19
- При x = 2, y = -13
Теперь прямая 2 (y = x + 5):
- При x = 0, y = 5
- При x = 1, y = 6
- При x = 2, y = 7
Обе прямые растут, и мы видим, что они пересекаются приблизительно в точке (6, 11). То есть, решение системы уравнений - это x = 6 и y = 11.
Таким образом, система уравнений имеет решение (x, y) = (6, 11).


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