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    Calculus A Complete Course
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    Exam 7: Techniques of Integration
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    Find an Upper Bound for the Size of the Error
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Find an Upper Bound for the Size of the Error

Question 84

Question 84

Multiple Choice

Find an upper bound for the size of the error if the Trapezoidal Rule using 4 equal subintervals is used to approximate the integral Find an upper bound for the size of the error if the Trapezoidal Rule using 4 equal subintervals is used to approximate the integral   dx. Is the error positive or negative? A)    <   , Error < 0 B)    <   , Error > 0 C)    <   , Error > 0 D)    <   , Error < 0 E)    <   , Error < 0 dx. Is the error positive or negative?


A) Find an upper bound for the size of the error if the Trapezoidal Rule using 4 equal subintervals is used to approximate the integral   dx. Is the error positive or negative? A)    <   , Error < 0 B)    <   , Error > 0 C)    <   , Error > 0 D)    <   , Error < 0 E)    <   , Error < 0 < Find an upper bound for the size of the error if the Trapezoidal Rule using 4 equal subintervals is used to approximate the integral   dx. Is the error positive or negative? A)    <   , Error < 0 B)    <   , Error > 0 C)    <   , Error > 0 D)    <   , Error < 0 E)    <   , Error < 0 , Error < 0
B) Find an upper bound for the size of the error if the Trapezoidal Rule using 4 equal subintervals is used to approximate the integral   dx. Is the error positive or negative? A)    <   , Error < 0 B)    <   , Error > 0 C)    <   , Error > 0 D)    <   , Error < 0 E)    <   , Error < 0 < Find an upper bound for the size of the error if the Trapezoidal Rule using 4 equal subintervals is used to approximate the integral   dx. Is the error positive or negative? A)    <   , Error < 0 B)    <   , Error > 0 C)    <   , Error > 0 D)    <   , Error < 0 E)    <   , Error < 0 , Error > 0
C) Find an upper bound for the size of the error if the Trapezoidal Rule using 4 equal subintervals is used to approximate the integral   dx. Is the error positive or negative? A)    <   , Error < 0 B)    <   , Error > 0 C)    <   , Error > 0 D)    <   , Error < 0 E)    <   , Error < 0 < Find an upper bound for the size of the error if the Trapezoidal Rule using 4 equal subintervals is used to approximate the integral   dx. Is the error positive or negative? A)    <   , Error < 0 B)    <   , Error > 0 C)    <   , Error > 0 D)    <   , Error < 0 E)    <   , Error < 0 , Error > 0
D) Find an upper bound for the size of the error if the Trapezoidal Rule using 4 equal subintervals is used to approximate the integral   dx. Is the error positive or negative? A)    <   , Error < 0 B)    <   , Error > 0 C)    <   , Error > 0 D)    <   , Error < 0 E)    <   , Error < 0 < Find an upper bound for the size of the error if the Trapezoidal Rule using 4 equal subintervals is used to approximate the integral   dx. Is the error positive or negative? A)    <   , Error < 0 B)    <   , Error > 0 C)    <   , Error > 0 D)    <   , Error < 0 E)    <   , Error < 0 , Error < 0
E) Find an upper bound for the size of the error if the Trapezoidal Rule using 4 equal subintervals is used to approximate the integral   dx. Is the error positive or negative? A)    <   , Error < 0 B)    <   , Error > 0 C)    <   , Error > 0 D)    <   , Error < 0 E)    <   , Error < 0 < Find an upper bound for the size of the error if the Trapezoidal Rule using 4 equal subintervals is used to approximate the integral   dx. Is the error positive or negative? A)    <   , Error < 0 B)    <   , Error > 0 C)    <   , Error > 0 D)    <   , Error < 0 E)    <   , Error < 0 , Error < 0

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