Answered: Differentiate f (x) = 71n(x²-6x+3) A.… | bartleby

Algebra & Trigonometry with Analytic Geometry

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter1: Fundamental Concepts Of Algebra

Section1.3: Algebraic Expressions

Problem 20E

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Question

Differentiate
f (x) = 7ln(x²-6x+3)
A.
f' (x) :
(2х — 6) 7in (x* -6х+3)
x2 — 6х + 3
|
В.
f' (x) =
In(7) (2x – 6) 7ln(x²-6x+3)
x2 — бх + 3
C.
f' (x) = In(7) (2x – 6) 7ln(x²-6x+3)
D.
In(7) (x² – 6x + 3) 7In(x²t
(2х — 6)
f' (x) =
|

entiate
= 7ln(x²-6x+3)
(2x – 6) 7ln(x²-6x+3)
x2 — бх + 3
In(7) (2x – 6) 7ln(x²–6x+3)
c):
x2 — бх + 3
c) = In(7) (2x – 6) 7!n(x²–6x+3)
In(7) (x² – 6x + 3) 71n(x²-6x+3)
c) =
(2х — 6)

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