Differentiate the following function. y=x(x5 + 5) 3 Choose the correct setup below to differentiate the function. d Ix (x5 + 5)³]= x) • C(a +5)³) + (x³ + 5)³) • ) * +5)³) + ((x³ + 5)³) · ) O x(x* +5)³] = « (x5+5)³) - ((x³ +5)³).) («(5 + 5)³] = 2• [x(x³ +5)³].[x (x5 + 5) ³] dx d. O x(x5 + 5)*]= » •3 (a* + 5) + ((x³ + 5) ³) • ) -(x) d d d x(x5 +5)³]= «) • ) + ( (x5 + 5) ³) • (x5 + 5) ³) = dx
Differentiate the following function. y=x(x5 + 5) 3 Choose the correct setup below to differentiate the function. d Ix (x5 + 5)³]= x) • C(a +5)³) + (x³ + 5)³) • ) * +5)³) + ((x³ + 5)³) · ) O x(x* +5)³] = « (x5+5)³) - ((x³ +5)³).) («(5 + 5)³] = 2• [x(x³ +5)³].[x (x5 + 5) ³] dx d. O x(x5 + 5)*]= » •3 (a* + 5) + ((x³ + 5) ³) • ) -(x) d d d x(x5 +5)³]= «) • ) + ( (x5 + 5) ³) • (x5 + 5) ³) = dx
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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Question
![Differentiate the following function.
y=x(x³ +5) ³
Choose the correct setup below to differentiate the function.
[x(x5 +5)³] = (x)•.
J
:(x5 + 5)³) + ((x³ +5)³).)
dx
d
« (x5 + 5)³] = « -
-(x* + 5) ³) - ((x³ +5)³).)
dx
dx
[x (x* +5)³]=2• [x(x° +5) ³].[x (x* + 5) ³]
dx
dx
d
d
Ix(x5 +5)³]= x) • 3 (a5 +5) + ((x³ +5) ³) · x)
d
[x (x5 + 5)³] = (x) • ) + ( (x5 + 5) ³) •
-c() + ( (x5 +5) ³) • (x5 + 5) ³)
dx
dx
dx
d
[x(x* + 5)³ :
dx](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fda57ac87-087c-44ca-b2fd-72fd9150427a%2F4625ddd9-5f39-492d-870f-a691450e80e6%2Fgsnhblq_processed.png&w=3840&q=75)
Transcribed Image Text:Differentiate the following function.
y=x(x³ +5) ³
Choose the correct setup below to differentiate the function.
[x(x5 +5)³] = (x)•.
J
:(x5 + 5)³) + ((x³ +5)³).)
dx
d
« (x5 + 5)³] = « -
-(x* + 5) ³) - ((x³ +5)³).)
dx
dx
[x (x* +5)³]=2• [x(x° +5) ³].[x (x* + 5) ³]
dx
dx
d
d
Ix(x5 +5)³]= x) • 3 (a5 +5) + ((x³ +5) ³) · x)
d
[x (x5 + 5)³] = (x) • ) + ( (x5 + 5) ³) •
-c() + ( (x5 +5) ³) • (x5 + 5) ³)
dx
dx
dx
d
[x(x* + 5)³ :
dx
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