For items 8-9 Let f and g be continuous functions in the interval a < x

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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For items 8-9
Let f and g be continuous functions in the
interval a < x<b and let k be a constant.
M.Q.8 *
2 points
Which of the following is incorrect about the properties of an integral?
Så f(x)dx = - f(x)dx
Sa kf(x)dx = k f f(x)dx
Option 1
Option 2
S)x)dx = 0
S +g)(x)dx = [! s()dx + f° g(x)dx
Option 3
Option 4
Transcribed Image Text:For items 8-9 Let f and g be continuous functions in the interval a < x<b and let k be a constant. M.Q.8 * 2 points Which of the following is incorrect about the properties of an integral? Så f(x)dx = - f(x)dx Sa kf(x)dx = k f f(x)dx Option 1 Option 2 S)x)dx = 0 S +g)(x)dx = [! s()dx + f° g(x)dx Option 3 Option 4
Suppose further that a < c < b. Which of the
following is a property of an integral?
S f(x)dx = !" f(x)dx + S, f(x)dx
L («)dx = f, f(x)dx – 5, f(x)dx
Option 1
Option 2
f r)dx = £° f(x)dx + Si f(x)dx
Si r)dx = f, f(x)dx + S, r(x)dx
Option 3
Option 4
Transcribed Image Text:Suppose further that a < c < b. Which of the following is a property of an integral? S f(x)dx = !" f(x)dx + S, f(x)dx L («)dx = f, f(x)dx – 5, f(x)dx Option 1 Option 2 f r)dx = £° f(x)dx + Si f(x)dx Si r)dx = f, f(x)dx + S, r(x)dx Option 3 Option 4
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