ex If E(x) = x²e⁹ + In(π) O ee-1 + eº(ln(π) +e™) e²−1 + eº(ln(π) + eª) + ee−¹ e²+¹ + e²(1/ ln(π) + eª) + e²-1 e²e + e² (1/ln(π) + е¹) None of the above + eπe + ee find E' (e)
ex If E(x) = x²e⁹ + In(π) O ee-1 + eº(ln(π) +e™) e²−1 + eº(ln(π) + eª) + ee−¹ e²+¹ + e²(1/ ln(π) + eª) + e²-1 e²e + e² (1/ln(π) + е¹) None of the above + eπe + ee find E' (e)
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
![### Problem Statement
Given the function:
\[ E(x) = x^{e^e} + \frac{e^x}{\ln(\pi)} + e^{\pi e^x} + e^e \]
Find \( E'(e) \).
### Options
1. \( e^{e-1} + e^e (\ln(\pi) + e^{\pi}) \)
2. \( e^{e-1} + e^e (\ln(\pi) + e^{\pi}) + e^{e-1} \)
3. \( e^{e+1} + e^e (1/\ln(\pi) + e^{\pi}) + e^{e-1} \)
4. \( e^{2e} + e^e (1/\ln(\pi) + e^{\pi}) \)
5. None of the above](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F117e0f8d-e2b6-4be9-a913-8982ea60f43e%2Fb1c87465-d15a-4238-a3f5-8531a02cae49%2Fvoqhsl4_processed.png&w=3840&q=75)
Transcribed Image Text:### Problem Statement
Given the function:
\[ E(x) = x^{e^e} + \frac{e^x}{\ln(\pi)} + e^{\pi e^x} + e^e \]
Find \( E'(e) \).
### Options
1. \( e^{e-1} + e^e (\ln(\pi) + e^{\pi}) \)
2. \( e^{e-1} + e^e (\ln(\pi) + e^{\pi}) + e^{e-1} \)
3. \( e^{e+1} + e^e (1/\ln(\pi) + e^{\pi}) + e^{e-1} \)
4. \( e^{2e} + e^e (1/\ln(\pi) + e^{\pi}) \)
5. None of the above
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