Вопрос задан 06.08.2023 в 23:53. Предмет Математика. Спрашивает Фомин Александр.

Как решить систему {2x•3-24=0 и { 2y•3x-54=0

Посмотреть ответы werttyu890 werttyu890 Каким методом сложением или подстановки Сложения Rauych Rauych {2x*3y=24 {2y*3x=54 {2x*3(9/x)=24 {y=54/6x   {x=4/3 {y=6.75 Новые вопросы в Математика Добрый день Боюсь, что в книге отпечатка или же моё решение совсем не верно. Номер 29. Мой ответ 3120 м он пробежит за 6.5 минуты . поделитесь решением пожалуйста ​ 1. При якому значенні х вектори б (-27; х) і (3;9) перпендикулярні? А. -3 Б. -9 В. 3 Д. 9 2. Які кординати має образ точки А(-2;5) при симетрії відн … осно осі ординат А. (2;-5) Б. (2;5) В. (-2;-5) Д. (-5;2) 3. При якому значенні х вектори й (4; 2) і Б(2; -4) колінеарні? a. 2 b -8 C. -2 d. 8 У магазині є крупа трьох видів: перловка, манка, вівсянка - всього 581 кг. Якби продали 45 кг перловки, 19 кг манки і 28 кг вівсянки, тоді маса круп у … сіх видів стала б однаковою. Пхжжжж быстро Скільки кілограмів крупи кожного виду є в магазині? 32. Сумма цифр дву- значного числа равна 12, а произведение равно 35. 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Для решения данной системы уравнений, давайте следовать этапам:

  1. Решим первое уравнение {2x•3 - 24 = 0: 2x•3 - 24 = 0 Упростим: 6x - 24 = 0 Добавим 24 к обеим сторонам уравнения: 6x = 24 Разделим обе стороны на 6: x = 24 / 6 x = 4

  2. Теперь, когда мы знаем значение x, подставим его во второе уравнение {2y•3x - 54 = 0: 2y•3(4) - 54 = 0 2y•12 - 54 = 0 24y - 54 = 0 Добавим 54 к обеим сторонам уравнения: 24y = 54 Разделим обе стороны на 24: y = 54 / 24 y = 2.25

Таким образом, решение системы уравнений составляет: x = 4 y = 2.25

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