1) |x+4|=|x-4| 2) |x^2 -5x+6|> x^2 -5x+6. Created by Айкриветко. algebra-ru

Ответ: 0Ответ: 2<x<3Новые вопросы в АлгебраРешите задачу. В ответе укажите только число (без единиц измерения,пробелов и прочих символов).На онлайн-курсы клингонского языка по данным на 1 сентя…бря записалосьнекоторое количество жителей города N. Через полгода подсчитали, что назанятия выходит 364 человека, при этом количество переставших посещатьзанятия не превышает 10%, и этот процент выражается целым положительнымчислом,Какой процент записавшихся перестал посещать занятия в течение полугода7(Запишите вответ только число, без единиц измерения, пробелов и прочих символов)Сколько человек записалось на курсы к 1 сентября? (Запишите в ответ только число, безединиц измерения, пробелов и прочих символов)дайте решение, даю много баллов Помогите пожалуйста, дайте решения этого примера , даю много баллов Помогите решить пожалуйстадайте решение , дам много баллов Допоможіть будь ласка з прикладамиАгебра 1. Реши систему уровняний 2х +у=8 6x-y=0 2) Реши сестему урив нений 8у-9x=-6 8у+х=2Чому дорівнює значення виразу а 2 -4а+3 при а=2+√3?Помогите с неравенством пожалуйстапоможіть дам 50 балівПредыдущийСледующийВместе мы знаем большеЭтот сайт использует cookies Политика Cookies . 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1) |x+4|=|x-4| 2) |x^2 -5x+6|> x^2 -5x+6...

Айкриветко @Айкриветко

July 2022 1 2 Report

1) |x+4|=|x-4|

2) |x^2 -5x+6|> x^2 -5x+6

Answers & Comments

Artem112

Verified answer

$|x+4|=|x-4|
\\\
 \left \{ {{x+4=x-4} \atop {x+4=4-x}} \right. 
\\\
 \left \{ {{4 \neq -4} \atop {2x=0}} \right. 
\\\
x=0$
Ответ: 0

$|x^2 -5x+6|> x^2 -5x+6
\\\
 \left \{ {{x^2 -5x+6> x^2 -5x+6} \atop {x^2 -5x+60} \atop {2x^2 -10x+12$
Ответ: 2<x<3