If the derivative of the function f (x) is f'(x) = 18z2 + 2x + cos(z) + 6, then which if any of the following functions can equal the original fucntion f (x)? a) Of (x) can equal 6 a+ 2 r + 6x + sin(x) – 2 b) Of (x) can equal 6 z+ a + 6 x + sin(r) + 7 c) Of (x) can equal 6 a + r? + 6z – sin(x) + 9 d) Of (x) can equal 9 a + 8 z - sin(z) e) Of (x) can equal 9 z? + 8 x + sin(z)

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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If the derivative of the function f (x) is f' (x) = 18x² + 2x + c
os(z)+6, then which if any of the following functions can equal the original fucntion f (r)?
a) Of () can equal 6 z + 2x + 6x + sin(e) - 2
21
b) Of (x) can equal 6 r +x* + 6 x + sin(x) + 7
c) Of () can equal 6
z + z + 6 z –
sin(r) + 9
d) Of (x) can equal 9 a + 8 z - sin(x)
2
e) Of (x) can equal 9 z + 8z + sin(x)
Transcribed Image Text:If the derivative of the function f (x) is f' (x) = 18x² + 2x + c os(z)+6, then which if any of the following functions can equal the original fucntion f (r)? a) Of () can equal 6 z + 2x + 6x + sin(e) - 2 21 b) Of (x) can equal 6 r +x* + 6 x + sin(x) + 7 c) Of () can equal 6 z + z + 6 z – sin(r) + 9 d) Of (x) can equal 9 a + 8 z - sin(x) 2 e) Of (x) can equal 9 z + 8z + sin(x)
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