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1. The graphs of y= f(x) and y= g(x) are shown to the right. f(x) How of the following statements are TRUE? -4 many g(x) Statement #1: (f +g)(2)=1 Statement #2: g(x) = Vf(x) Statement #3: (fg)(x,) is undefined -1 1 XA 2 g(x,) Statement #4: = 0 f(0) Statement #5: The domain of f(x)+g(x) is (-∞,00) The number of TRUE statements is: D. 2 statements C. 3 statements B. 4 statements A. 5 statements

1. The graphs of y= f(x) and y= g(x) are shown to the right. f(x) How of the following statements are TRUE? -4 many g(x) Statement #1: (f +g)(2)=1 Statement #2: g(x) = Vf(x) Statement #3: (fg)(x,) is undefined -1 1 XA 2 g(x,) Statement #4: = 0 f(0) Statement #5: The domain of f(x)+g(x) is (-∞,00) The number of TRUE statements is: D. 2 statements C. 3 statements B. 4 statements A. 5 statements

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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nipie Choice 1. The graphs of y= f(x) and y= g(x) are shown to the right. 5- How many of the following statements are TRUE? f(x) -4 g(x) Statement #1: (f +g)(2)=1 -3- -2- Statement #2: g(x)= /f(x) Statement #3: (fg)(x,) is undefined -1 1 XA 2 3 g(x,). f(0) Statement #4: -2 Statement #5: The domain of f(x)+g(x) is (-0,0) The number of TRUE statements is: C. 3 statements D. 2 statements B. 4 statements A. 5 statements wolod 2. Use the following partial graph of f(x) to answer the next question. The value of (f of•f)(2) is: f(x) A. 8 B. 4
Transcribed Image Text:nipie Choice 1. The graphs of y= f(x) and y= g(x) are shown to the right. 5- How many of the following statements are TRUE? f(x) -4 g(x) Statement #1: (f +g)(2)=1 -3- -2- Statement #2: g(x)= /f(x) Statement #3: (fg)(x,) is undefined -1 1 XA 2 3 g(x,). f(0) Statement #4: -2 Statement #5: The domain of f(x)+g(x) is (-0,0) The number of TRUE statements is: C. 3 statements D. 2 statements B. 4 statements A. 5 statements wolod 2. Use the following partial graph of f(x) to answer the next question. The value of (f of•f)(2) is: f(x) A. 8 B. 4
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