Find f '(x) if f(x) = V (In a) (et).°f(e) = (In a) (*")) (In z) (e*) (8-)(8) + (e)E)2(tna) (*)))() (82)f'(교) =2(In z) (e* (8z)1f'(x) :(In z)21f'(교) :(In a)2(In a) (e* (82)) + (e*)(In )(8x)

Name: Find f '(x) if f(x) = V (In a) (et).°f(e) = (In a) (*")) (In z) (e*)
Uploaded: 2024-03-20T06:47:22.000Z
Channel: Bartleby
Description: Find f '(x) if f(x) = V (In a) (et).°f(e) = (In a) (*")) (In z) (e*) (8-)(8) + (e)E)2(tna) (*)))() (82)f'(교) =2(In z) (e* (8z)1f'(x) :(In z)21f'(교) :(In a)2(In a) (e* (82)) + (e*)(In )(8x)

The given function is fx=lnxe4x2.

Math

Calculus

Find f '(x) if f (x) = / (In z) (e*=*). (2) = (Ina) (et)) (Ina) (e*") (80)(8) + (e*") (:)) (In z) (e (82)) + (a")E) (ine) (et)) f '(x) = f'(x) = (In %3D 2 1 f (x) = (In z) (e)) (In z) (e*" (82)) + (+*) () %3D f '(x) = (In x)

Find f '(x) if f (x) = / (In z) (e=). (2) = (Ina) (et)) (Ina) (e") (80)(8) + (e") (:)) (In z) (e (82)) + (a")E) (ine) (et)) f '(x) = f'(x) = (In %3D 2 1 f (x) = (In z) (e)) (In z) (e" (82)) + (+) () %3D f '(x) = (In x)

Calculus: Early Transcendentals

8th Edition

ISBN:9781285741550

Author:James Stewart

Publisher:James Stewart

Chapter1: Functions And Models

Section: Chapter Questions

Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...

See similar textbooks

Similar questions

Find Differentials of the Third Order
Compute Anti-Derivative (-1 --> 1) (x^3 + x) / (cos(x) + pi) dx
Isn't the ln function supposed to have absolute brackets? like ln|y-1| instead of ln(y-1)?
Find the derivative ofƒ(x) = 1/x5in two different ways:using the Power Rule and using theQuotient Rule
2.) SUPPOSE THAT A TUMOR IN A PERSON'S BODY IS SPHERICAL IN SHAPE. IF WHEN THE RADIUS OF THE TUMOR IS 0.5 cm, THE RADIUS IS INCREASING AT THE RATE OF 0.001 cm per day, WHAT IS THE RATE OF INCREASE Of THE VOLUME OF THE TUMOR AT THAT TIME?
Show that a constant function f1x2 = b has an averagerate of change of 0. Compute the average rate of changeof y = 24 - x2 on the interval 3 - 2, 24. Explain how this can happen.
give a problem and solution for differentiation rule of exponential and logarithmic functions in partial differentiation of function of U with respect to 3 independent variables x, y and z and solve ???z
find derivative 1. y = ln 3x + x 2. y = ln (t2) 3. y = ln (3/ x) 4. y = ln (u + 1) - e^u 5. y = ln x^3 6. y = t (ln t)^2
An organism grows from 4 kg to 60 kg in 14 yr. Suppose that mass is a differentiable function of time. Draw a graph of mass against time where the mass is increasing, is equal to 10.0 kg at 13 yr, and has a growth rate of exactly 4.0 kg/yr after 1 yr.
The deferential of point functions are exact differentials. Select one: True False
Determine the second derivative of f(r) = x^2e^2 at x= -2 with a step-size of h=0.50 using Central difference approach and true value with ET. please please do show the complete solution thank youuu
A particle moves on the line y = 2x + 1 in such a way that its x−coordinate changes at a constant rate of 4 units per second. A right triangle is formed by the vertical line from the particle to the x−axis, the line connecting the particle to the origin, and the x−axis. At what rate is the area of the right triangle changing when x = 4?