Differentiate the function. 4x²-7 y= 3 9x + 4

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...
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Differentiate the function.
Differentiate the function.
y =
4x² -7
3
9x + 4
Which of the following shows how to find the derivative of f(x)?
O A. y'=
O C.
(4x² - 7) — (4x² - 7)) - (9x² + 4) = ( (9x³ + 4)
dx
dx
(9x³+4)²
○ B. y'= (5x² + 4) { % (4x² −7)) - (4x²-7) (x (x² -4))
d
O
(=
dx
-
+4
dx
d
(9x³ + 4) (4x² - 7)) - (4x² −7) |
( ∞
dx
dx
(9x³+4)
y'=-
(3x² + 4) ( ^ (^xײ – 7) ) − (4x² −7) († (1x² + 4))
-
dx
2
(9x³+4)²
OD. y'='
The derivative of y =
= (9x³ + 4))
4x²-7
3
9x +4
is
Transcribed Image Text:Differentiate the function. y = 4x² -7 3 9x + 4 Which of the following shows how to find the derivative of f(x)? O A. y'= O C. (4x² - 7) — (4x² - 7)) - (9x² + 4) = ( (9x³ + 4) dx dx (9x³+4)² ○ B. y'= (5x² + 4) { % (4x² −7)) - (4x²-7) (x (x² -4)) d O (= dx - +4 dx d (9x³ + 4) (4x² - 7)) - (4x² −7) | ( ∞ dx dx (9x³+4) y'=- (3x² + 4) ( ^ (^xײ – 7) ) − (4x² −7) († (1x² + 4)) - dx 2 (9x³+4)² OD. y'=' The derivative of y = = (9x³ + 4)) 4x²-7 3 9x +4 is
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