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LiSa53716
@LiSa53716
August 2021
2
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Найти производную
1/(3х-8)^2
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армения20171
Verified answer
(1/(3х-8)²)'=((3х-8)^(-2))'=
-2*(3х-8)^(-3))(3х-8)'=-6*(3х-8)^(-3)
2 votes
Thanks 2
oganesbagoyan
Verified answer
Task/28400186
--------------------
Найти производную функции f(x)=1/(3x-8)^2
-----
f '(x)=( 1/(3x-8)²) ' = ( (3x-8)⁻²) ' = (-2)*(3x-8)⁻³ * (3x-8)' =(-2)*(3x-8)⁻³ * 3 =
= - 6(3x-8)⁻³ .
0 votes
Thanks 1
oganesbagoyan
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Answers & Comments
Verified answer
(1/(3х-8)²)'=((3х-8)^(-2))'=-2*(3х-8)^(-3))(3х-8)'=-6*(3х-8)^(-3)
Verified answer
Task/28400186--------------------
Найти производную функции f(x)=1/(3x-8)^2
-----
f '(x)=( 1/(3x-8)²) ' = ( (3x-8)⁻²) ' = (-2)*(3x-8)⁻³ * (3x-8)' =(-2)*(3x-8)⁻³ * 3 =
= - 6(3x-8)⁻³ .