Differentiate the function below. = (x² + 5) (x² – 6) 10 Choose the correct setup below to differentiate the function. d. d o [ +5) (x? -6) °] - (x +5) ( -6) 0 - (? -6) 1° - +5) [ +5) (x -6) °] -2• (x² + 5) • (x² - 6) 10 d o 유[2+5) (2-6) '10]-(x2+5).음 (2-6) 10+ (2-6) 10. (2+5) d. (2+5).유(2-6) 10-(2-6)10.0(2+5) dx O [+5) (x² -6) "] = (2-6) 10)? d (²-6) ° + (x² -6) 0. +5) (-6) 19)2 d. (xP +5) •: dx (? +5) (x -6) 1"]- dx [+5) (x-6) ]=O
Differentiate the function below. = (x² + 5) (x² – 6) 10 Choose the correct setup below to differentiate the function. d. d o [ +5) (x? -6) °] - (x +5) ( -6) 0 - (? -6) 1° - +5) [ +5) (x -6) °] -2• (x² + 5) • (x² - 6) 10 d o 유[2+5) (2-6) '10]-(x2+5).음 (2-6) 10+ (2-6) 10. (2+5) d. (2+5).유(2-6) 10-(2-6)10.0(2+5) dx O [+5) (x² -6) "] = (2-6) 10)? d (²-6) ° + (x² -6) 0. +5) (-6) 19)2 d. (xP +5) •: dx (? +5) (x -6) 1"]- dx [+5) (x-6) ]=O
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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I need help with both parts of 3
![Differentiate the function below.
y = (x² + 5) (x² - 6) 10
Choose the correct setup below to differentiate the function.
o 유.5) (2-0)'0] - (2+5) .음(2-6)10- (2-0) 10.없(2+5)
dx
dx
o 유[02+5) (2-6) 10] -2. (2+5).응 (2-0) 10
dx
o [2+6) (2-6) 10] - (2 +5).유(2-6) 10+ (2-6) 10.음 (2+5)
d
dx
dx
(P+5)·은 (2-6) 10-(P-6) 10.으(2+5)
dx
0 유[02+5) (2-6) 10] -
dx
((?-6) 10)?
d.
(2+5). 유 (2-6) 10+ (2-0) 10.유(2+5)
(2-6) 1)
dx
dx
O I+5) (? -6) "] =
[? +5) (x -6) 1°] =D](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F0aff6eb2-2863-439c-a75d-adfcfa277525%2F072c383c-b8cf-4cf6-abfe-245a0dddfab7%2Fwcx6gzi_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Differentiate the function below.
y = (x² + 5) (x² - 6) 10
Choose the correct setup below to differentiate the function.
o 유.5) (2-0)'0] - (2+5) .음(2-6)10- (2-0) 10.없(2+5)
dx
dx
o 유[02+5) (2-6) 10] -2. (2+5).응 (2-0) 10
dx
o [2+6) (2-6) 10] - (2 +5).유(2-6) 10+ (2-6) 10.음 (2+5)
d
dx
dx
(P+5)·은 (2-6) 10-(P-6) 10.으(2+5)
dx
0 유[02+5) (2-6) 10] -
dx
((?-6) 10)?
d.
(2+5). 유 (2-6) 10+ (2-0) 10.유(2+5)
(2-6) 1)
dx
dx
O I+5) (? -6) "] =
[? +5) (x -6) 1°] =D
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