Алгебра производная помогите пожалуйста. Created by Amerigokz. algebra-ru

У=кх+b - общий вид касательной.Значение производной f(x) в точке х₀ - это коэффициент к.Касательная проходит через две точки (они выделены на рисунке):т1 (-6; 3)т2 (2; 7){3=-6k+b{7=2k+b{b=3+6k{b=7-2k3+6k=7-2k6k+2k=7-38k=4k=0.5Ответ: С). Новые вопросы в Алгебра помогите пожалуйста сделать алгебру Помогите сделать алгебру, пожалуйста Помогите сделать алгебру, пожалуйста решите пожалуйста как можно быстрее Найти производные функции , очень нужно помогите с комбинаторикой пожалуйста помогите пожалуйста (20 баллов) Помогите пожалуйста!Постройте график функции у= —x^3+3x^2—2x/x^2—2xпри каких значениях х выполеяется значение неравенства у< или =2 30 баллов. Найдите С с подробным решением На сколько миллиметров увеличится диаметр колеса, если заменить колёса, установленные на заводе, колёсами с шинами маркировки 165/65R14? 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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Алгебра производная помогите пожалуйста...

Amerigokz @Amerigokz

April 2022 1 29 Report

Алгебра производная помогите пожалуйста

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m11m

Verified answer

У=кх+b - общий вид касательной.

Значение производной f(x) в точке х₀ - это коэффициент к.

Касательная проходит через две точки (они выделены на рисунке):
т1 (-6; 3)
т2 (2; 7)

{3=-6k+b
{7=2k+b

{b=3+6k
{b=7-2k

3+6k=7-2k
6k+2k=7-3
8k=4
k=0.5

Ответ: С).

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