(f'(x))² = 4 (52 – 8) - 25 = 20x 32 (f'(x))2 into the surface area equation above to find Surface Area = b S" (2m a 4 2π f(x)√/1+ (f'(x))²) dx 8. 25 = 1² (2√5-8√/1 + x = 32) dr = S 2 -1 (2-√5x-7) dr. 2 4 20x -
(f'(x))² = 4 (52 – 8) - 25 = 20x 32 (f'(x))2 into the surface area equation above to find Surface Area = b S" (2m a 4 2π f(x)√/1+ (f'(x))²) dx 8. 25 = 1² (2√5-8√/1 + x = 32) dr = S 2 -1 (2-√5x-7) dr. 2 4 20x -
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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 how do you combine the two radicals?
 the answer is given I just need to know how you combine the two radicals to get to pi to the square root of 5X -7/4
![(f'(x))²
=
4(52 – 8)
-
25
20x32
d (f'(x))2 into the surface area equation above to find
Surface Area
=
b
S" (2m
୮"
a
4
2π f(x)√1+ (f'(x))²) dx
dx
= (2√38-8√1 + 702537) dr
earch
4
=
2π/5x
7)
dx.
Activity Details
IA
O
FEEDBA](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fe5b4dd53-98e9-4e9a-baca-844c9df2cae1%2F475d2dda-4131-4bd8-828a-4d65b838e0dd%2Fhyjw9m_processed.jpeg&w=3840&q=75)
Transcribed Image Text:(f'(x))²
=
4(52 – 8)
-
25
20x32
d (f'(x))2 into the surface area equation above to find
Surface Area
=
b
S" (2m
୮"
a
4
2π f(x)√1+ (f'(x))²) dx
dx
= (2√38-8√1 + 702537) dr
earch
4
=
2π/5x
7)
dx.
Activity Details
IA
O
FEEDBA
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