Знайдіть значення похідної функції у = х³ + 1 у точці х = 1
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Знайдіть значення похідної функції у = х³ + 1 у точці х = 1
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Знайти похідну функції у = 2 + сosх
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Знайти похідну функції у = 2 + сosх
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2 + sinx
2 - sinx
sinx
-sinx
2
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Знайти кількість критичних точок функції у = 2х² - 4х
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Знайти кількість критичних точок функції у = 2х² - 4х
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жодної
безліч
три
одна
дві
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Установіть відповідність між функціями та їх похідними
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Установіть відповідність між функціями та їх похідними
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3cosx
3sin²x
3sin²xcos
sin3
3x²cosxᶾ
y = 3sinx
y = xsin3
y = sinᶾx
y = sinxᶾ
Рядок 5
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1.
y = 3sinx
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y = xsin3
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y = sinᶾx
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y = sinxᶾ
5.
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3cosx
3sin²x
3sin²xcos
sin3
3x²cosxᶾ
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Знайти точки екстремуму функції у = хᶾ - х² - х + 8.
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Знайти точки екстремуму функції у = хᶾ - х² - х + 8.
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ИЗайти найбільше і найменше функції у = 3х² - хᶾ на проміжку [-1;3]
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ИЗайти найбільше і найменше функції у = 3х² - хᶾ на проміжку [-1;3]
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Знайти похідну функції у = 2х² + х
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Знайдіть значення похідної функції у = х³ + 1 у точці х = 1
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Знайти похідну функції у = 2 + сosх
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Знайти кількість критичних точок функції у = 2х² - 4х
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Установіть відповідність між функціями та їх похідними
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Row 1:
y = 3sinx
Знайти точки екстремуму функції у = хᶾ - х² - х + 8.
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ИЗайти найбільше і найменше функції у = 3х² - хᶾ на проміжку [-1;3]
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