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9856565651
@9856565651
July 2022
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Помогите посчитать производную и значение f`(x0)
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oganesbagoyan
Verified answer
F(x) =(5 -2√x)/(2√x -1) , x(0) =4.
------------------------
f '(x(0)) = f '(4) -?
f '(x) =
(
(5 -2√x)/(2√x -1)
)
' = (5 -2√x)' *(2√x -1) -(5 -2√x)*(2√x -1) '
/
(2√x -1)² =
(0 -1/√x)*(2√x -1) - (5 -2√x)*(1/√x -0) / (2√x -1)² =
((-1/√x)*(2√x -1) - (1/√x)*(5-2√x)) / (2√x -1)² = (-1/√x)*(2√x -1+5 -2√x) / (2√x -1)²
=
-4/(√x( (2√x -1)² ).
f '(4) = -4/(√4*(2√4 -1)²) = -4/(2*(4 -1)² =
- 2/9.
=================================================
* * * f(x) =(5 -2√x)/(2√x -1) =(4 -(2√x -1))/(2√x -1) =4/((2√x -1) -1. * * *
f '(x) =
(
(4/((2√x -1) -1)' =
(
4*((2√x -1)^(-1)
)
' -1 ' = - 4*(2√x -1)^(-2)*(2√x -1)' -0 =
-4/(2√x -1)²*((2√x)' -1') =-4/(√x(2√x -1)² ).
f '(4) = -4/(√4*(2√4 -1)²) = -4/(2*(4 -1)² =
- 2/9.
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Answers & Comments
Verified answer
F(x) =(5 -2√x)/(2√x -1) , x(0) =4.------------------------
f '(x(0)) = f '(4) -?
f '(x) =((5 -2√x)/(2√x -1)) ' = (5 -2√x)' *(2√x -1) -(5 -2√x)*(2√x -1) ' / (2√x -1)² =
(0 -1/√x)*(2√x -1) - (5 -2√x)*(1/√x -0) / (2√x -1)² =
((-1/√x)*(2√x -1) - (1/√x)*(5-2√x)) / (2√x -1)² = (-1/√x)*(2√x -1+5 -2√x) / (2√x -1)²
= -4/(√x( (2√x -1)² ).
f '(4) = -4/(√4*(2√4 -1)²) = -4/(2*(4 -1)² = - 2/9.
=================================================
* * * f(x) =(5 -2√x)/(2√x -1) =(4 -(2√x -1))/(2√x -1) =4/((2√x -1) -1. * * *
f '(x) =((4/((2√x -1) -1)' = (4*((2√x -1)^(-1)) ' -1 ' = - 4*(2√x -1)^(-2)*(2√x -1)' -0 =
-4/(2√x -1)²*((2√x)' -1') =-4/(√x(2√x -1)² ).
f '(4) = -4/(√4*(2√4 -1)²) = -4/(2*(4 -1)² = - 2/9.